EXAM SYLLABUS

OJEE syllabus varies according to the course and is prescribed by the Odisha Joint Entrance Exam Committee for each course. Candidates must have a sound knowledge of the OJEE syllabus to score well in the entrance exam. The OJEE syllabus includes major topics such as Quantitative Techniques, Verbal Reasoning and Comprehension, Analytical and Logical Reasoning and General Awareness and Business Fundamentals for the MBA course. For the BTech Lateral Entry course, the OJEE exam syllabus includes Electronics Engineering, Engineering Mechanics, and Basic Electronics Engineering.

Course-Wise OJEE Syllabus Breakdown

OJEE syllabus for B. TECH (2nd / Special OJEE) 

A. MATHEMATICS (+ 2 Level) - (40 Questions)

B. PHYSICS (+ 2 Level) - (40 Questions), CHEMISTRY (+ 2 Level) - (40 Questions)

OJEE syllabus for MBA

A. Quantitative Techniques – 30 Questions

B. Analytical and Logical Reasoning – 30 Questions

C. Verbal Reasoning and Comprehension – 30 Questions

D. General Awareness and Business Fundamentals – 30 Questions

OJEE syllabus for Integrated MBA

A. Quantitative Techniques –15 Questions

B. Analytical and Logical Reasoning – 15 Questions

C. Verbal Reasoning and Comprehension – 15 Questions

D. General Awareness and Business Fundamentals – 15 Questions

OJEE Syllabus for MPHARM - The syllabus is as per BPUT B. Pharm course – 60 Questions

OJEE syllabus for MARCH 

A. Reasoning (Verbal / Analytical / Logical ) – 30 Questions

B. Branch Subject (Architecture) – 60 Questions

Architrcture

City planning: Evolution of cities; principles of city planning; types of cities & new towns; planning regulations and building bye laws; eco-city, smart city concept; sustainable development. Housing: Concept of housing; neighborhood concept; site planning principles; housing typology; Housing standards; housing infrastructure; housing policies, finance and management; housing programs in India; self-help housing.

Landscape Design: Principles of landscape design and site planning; history of landscape design, landscape elements and materials; plant characteristics & planting design; environmental considerations in land scape planning.

Computer Aided Design: Application of computers in architecture and site planning; understanding elements of hard ware and software; computer graphics; usage of packages such as AutoCAD,3D-Studio,3D Max /sketchup, photoshop.

Environmental Studies , Climatology & Building Sciences: Components of Ecosystem; ecological principles concerning environment; climate responsive design; energy efficient building design; thermal comfort; solar architecture; principles of lighting and styles for illumination; basic principles of architectural acoustics; environment pollution, their control & abatement.

Introduction to Architecture and Urban Design: Principles of visual composition; proportion, scale, rhythm, symmetry, harmony, datum, balance, form, colour, texture; sense of place and space, division of space; barrier free design; focal point, vista, imageability, visual survey, figure-background relationship.

History of Architecture: Indian– Indus valley, Vedic, Buddhist, Indo-Aryan, Dravidian and Mughal periods; European– Egyptian, Greek, Roman, medieval and renaissance periodsconstruction and architectural styles; vernacular and traditional architecture.

Theory of design & Contemporary Architecture: Architectural developments and impacts on society since industrial revolution; influence of modern art on architecture; works of national and international architects; art novuea, eclecticism, international styles, post modernism, deconstruction in architecture, art deco, brutalism, structuralison.

Building Services: Water supply, sewerage and drainage systems; sanitary fittings and fixtures; plumbing systems, principles of internal & external drainage systems, principles of electrification of buildings, intelligent buildings; elevators & escalators,their standard sanduses;air-conditioning systems; fire fighting systems, building safety, security systems & building automation.

Building Construction and Management: Building construction techniques, methods and details; building systems and prefabrication of building elements; principles of modular coordination; estimation, specification, valuation, professional practice; project management techniques e.g., PERT, CPM etc.

Materials and Structural Systems: Behavioral characteristics of all types of building materials e. g.mud, timber, bamboo, brick, concrete, steel, glass, FRP, different polymers, composites; principles of strength of materials; design of structural elements in wood, steel and RCC; elastic and limit state design; complex structural systems; principles of prestressing; tall buildings; principles of disaster resistant structures.

Infrastructure, Services and Amenities: Principles of water supply and sanitation systems; water treatment; solid waste disposal systems; waste treatment, recycle & reuse; urban rain water harvesting; power supply and communication systems—network, design & guidelines; demography related standards at various level soft hesettlements for health, education, recreation, religious & public-semipublic facilities.

Architectural Conservation: Conservation, preservation, restoration, reconstruction, adoption, techniques of restoration, preservation & rehabilitation.

OJEE syllabus for MPLAN

A. Reasoning (Verbal / Analytical / Logical ) –30 Questions

B. Branch Subject (Planning) – 60 Questions

Planning Theory and Techniques: Different theories by eminent planners/sociologist/geographers etc., Land use Planning, Different types of Plan in Planning system, Spatial Standards, Techniques of Preparing Base maps, Photo interpretation, Plan preparation Techniques & Surveys.

Urban Sociology and Planning Economics: Basic concept of Society, Settlement Planning, Neighborhood Concept, Economies of Scale.

Planning Legislation: Evolution of Planning Legislation, Indian Constitution, 73rd and 74th Constitutional Amendment, Town and Country planning Act, Urban Planning and Development Authorities Act, Municipal Act, Land Acquisition Act, Environmental Act etc.

Housing and Community Planning: Housing standards, Policies and Programmes, Planning and design of Housing Areas, Housing Finance Policies, Emerging Issues and Challenges.

Environment Planning: Relation between Natural and built environment, Urban ecosystem, Environmental Risks, Environmental Imapct Assessment, Sustainable planning approaches like Eco city, Green City etc.

Infrastructure-Planning: Urban services system and networks; Water supply system, Drainage, Sewage Disposal, Solid waste management, electricity, Telecom etc.

Traffic and Transportation Planning: Urbanization and Transport Problems, Classification and Hierarchy of Urban Roads, Land use and Transportation relationships, Survey and Analytical Techniques, Planning and Management of Transportation system, Transportation policies.

Heritage and Conservation Planning: Scope and basic technique of urban Conservation, Clearance and Improvement schemes, Planning aspects, Land Ma

EXAM SYLLABUS

OJEE syllabus varies according to the course and is prescribed by the Odisha Joint Entrance Exam Committee for each course. Candidates must have a sound knowledge of the OJEE syllabus to score well in the entrance exam. The OJEE syllabus includes major topics such as Quantitative Techniques, Verbal Reasoning and Comprehension, Analytical and Logical Reasoning and General Awareness and Business Fundamentals for the MBA course. For the BTech Lateral Entry course, the OJEE exam syllabus includes Electronics Engineering, Engineering Mechanics, and Basic Electronics Engineering.

Course-Wise OJEE Syllabus Breakdown

OJEE syllabus for B. TECH (2nd / Special OJEE) 

A. MATHEMATICS (+ 2 Level) - (40 Questions)

B. PHYSICS (+ 2 Level) - (40 Questions), CHEMISTRY (+ 2 Level) - (40 Questions)

OJEE syllabus for MBA

A. Quantitative Techniques – 30 Questions

B. Analytical and Logical Reasoning – 30 Questions

C. Verbal Reasoning and Comprehension – 30 Questions

D. General Awareness and Business Fundamentals – 30 Questions

OJEE syllabus for Integrated MBA

A. Quantitative Techniques –15 Questions

B. Analytical and Logical Reasoning – 15 Questions

C. Verbal Reasoning and Comprehension – 15 Questions

D. General Awareness and Business Fundamentals – 15 Questions

OJEE Syllabus for MPHARM - The syllabus is as per BPUT B. Pharm course – 60 Questions

OJEE syllabus for MARCH 

A. Reasoning (Verbal / Analytical / Logical ) – 30 Questions

B. Branch Subject (Architecture) – 60 Questions

Architrcture

City planning: Evolution of cities; principles of city planning; types of cities & new towns; planning regulations and building bye laws; eco-city, smart city concept; sustainable development. Housing: Concept of housing; neighborhood concept; site planning principles; housing typology; Housing standards; housing infrastructure; housing policies, finance and management; housing programs in India; self-help housing.

Landscape Design: Principles of landscape design and site planning; history of landscape design, landscape elements and materials; plant characteristics & planting design; environmental considerations in land scape planning.

Computer Aided Design: Application of computers in architecture and site planning; understanding elements of hard ware and software; computer graphics; usage of packages such as AutoCAD,3D-Studio,3D Max /sketchup, photoshop.

Environmental Studies , Climatology & Building Sciences: Components of Ecosystem; ecological principles concerning environment; climate responsive design; energy efficient building design; thermal comfort; solar architecture; principles of lighting and styles for illumination; basic principles of architectural acoustics; environment pollution, their control & abatement.

Introduction to Architecture and Urban Design: Principles of visual composition; proportion, scale, rhythm, symmetry, harmony, datum, balance, form, colour, texture; sense of place and space, division of space; barrier free design; focal point, vista, imageability, visual survey, figure-background relationship.

History of Architecture: Indian– Indus valley, Vedic, Buddhist, Indo-Aryan, Dravidian and Mughal periods; European– Egyptian, Greek, Roman, medieval and renaissance periodsconstruction and architectural styles; vernacular and traditional architecture.

Theory of design & Contemporary Architecture: Architectural developments and impacts on society since industrial revolution; influence of modern art on architecture; works of national and international architects; art novuea, eclecticism, international styles, post modernism, deconstruction in architecture, art deco, brutalism, structuralison.

Building Services: Water supply, sewerage and drainage systems; sanitary fittings and fixtures; plumbing systems, principles of internal & external drainage systems, principles of electrification of buildings, intelligent buildings; elevators & escalators,their standard sanduses;air-conditioning systems; fire fighting systems, building safety, security systems & building automation.

Building Construction and Management: Building construction techniques, methods and details; building systems and prefabrication of building elements; principles of modular coordination; estimation, specification, valuation, professional practice; project management techniques e.g., PERT, CPM etc.

Materials and Structural Systems: Behavioral characteristics of all types of building materials e. g.mud, timber, bamboo, brick, concrete, steel, glass, FRP, different polymers, composites; principles of strength of materials; design of structural elements in wood, steel and RCC; elastic and limit state design; complex structural systems; principles of prestressing; tall buildings; principles of disaster resistant structures.

Infrastructure, Services and Amenities: Principles of water supply and sanitation systems; water treatment; solid waste disposal systems; waste treatment, recycle & reuse; urban rain water harvesting; power supply and communication systems—network, design & guidelines; demography related standards at various level soft hesettlements for health, education, recreation, religious & public-semipublic facilities.

Architectural Conservation: Conservation, preservation, restoration, reconstruction, adoption, techniques of restoration, preservation & rehabilitation.

OJEE syllabus for MPLAN

A. Reasoning (Verbal / Analytical / Logical ) –30 Questions

B. Branch Subject (Planning) – 60 Questions

Planning Theory and Techniques: Different theories by eminent planners/sociologist/geographers etc., Land use Planning, Different types of Plan in Planning system, Spatial Standards, Techniques of Preparing Base maps, Photo interpretation, Plan preparation Techniques & Surveys.

Urban Sociology and Planning Economics: Basic concept of Society, Settlement Planning, Neighborhood Concept, Economies of Scale.

Planning Legislation: Evolution of Planning Legislation, Indian Constitution, 73rd and 74th Constitutional Amendment, Town and Country planning Act, Urban Planning and Development Authorities Act, Municipal Act, Land Acquisition Act, Environmental Act etc.

Housing and Community Planning: Housing standards, Policies and Programmes, Planning and design of Housing Areas, Housing Finance Policies, Emerging Issues and Challenges.

Environment Planning: Relation between Natural and built environment, Urban ecosystem, Environmental Risks, Environmental Imapct Assessment, Sustainable planning approaches like Eco city, Green City etc.

Infrastructure-Planning: Urban services system and networks; Water supply system, Drainage, Sewage Disposal, Solid waste management, electricity, Telecom etc.

Traffic and Transportation Planning: Urbanization and Transport Problems, Classification and Hierarchy of Urban Roads, Land use and Transportation relationships, Survey and Analytical Techniques, Planning and Management of Transportation system, Transportation policies.

Heritage and Conservation Planning: Scope and basic technique of urban Conservation, Clearance and Improvement schemes, Planning aspects, Land Management, Economic and Social aspects of Conservation, Urban Renewal, Conservation and Renewal Policies and Strategies.

Disaster Management and Planning: Risk sensisitive Land use Planning, Disaster Risk Assessment and Mitigation, Disaster safe construction Practices,Policies, Building codes and guidelines, Community based Disaster Preparedness, Disaster Education and Awareness, Post Disaster Management.

Project Formulation and Implementation: Methods of Project Identification, Formulation of Feasibility Reports and Detailed Project Reports, Project Appraisal – Technical, Financial, Social, Economic, Environmental, Institutional etc. Methods of Financing, Project Evaluation and Monitoring.

Urban Governance: Overview of Urban Governance, Principles of Governance, Urban local Governance mechanism, Participatory process in Urban Governance.

OJEE syllabus for MTECH

A. Analytical and Logical Reasoning – 10 Questions

B. Engineering Mathematics – 20 Questions

C. Branch Subject (Respective Branch) – 60 Questions

OJEE syllabus for B. Pharm 

PHYSICS (+ 2 Level) - (40 Questions) 

Measurements and Motion: Fundamental and derived physical quantities, Concept of Mass, Length and Time, Measurement of different quantities in SI Units. Practical units for measurement of microscopic and macroscopic lengths (AU, light year, parsec, nanometer, A 0 ) .Accuracy and precision of measuring instruments. Errors in measurement, Combination of errors, significant figures. Dimension of physical quantities, Dimension analysis of physical quantities- Conversion of physical quantities from one system of units to another. Concepts of vectors and scalars, Components of vectors, Unit vectors, Addition(triangles law, parallelogram law, polygons law), Subtraction and Multiplication (vector & scalar) of vectors. Lami’s theorem. Frame of reference. Equations of linear motion for uniformly accelerated bodies (by calculus and graphical method). Newton’s laws of motion, impulse momentum theorem Conservation of energy and momentum, laws of friction, sliding and rolling friction. Motion in a plane: projectile motion, Circular Motion- radial and tangential acceleration, Centripetal force, Banking of tracks, Work , energy, power: work done by constant and variable force, work energy theorem, potential energy of a spring, motion in a vertical circle, elastic and inelastic collision in one and two dimensions. Kepler’s laws of Planetary Motion (Statements only). Newton’s law of Gravitation. Gravitational field and potential, variation of g with altitude and depth. Earth satellites- Orbital and Escape velocities. Geo stationary satellites. Moment of inertia, radius of gyration, theorems of moment of inertia, Moment of Inertia for rod, ring and circular disc. Center of mass of two particle system and rigid body, motion of center of mass, moment of force, torque, angular momentum, laws of conservation of angular momentum and its applications.

Heat & Thermodynamics: Concept of heat and temperature, Scales of Temperature (Celsius, Fahrenheit, Kelvin), Definition of mechanical equivalent of heat (J), Thermal energy, Heat Capacity, Specific heat of solids and liquids, Latent heat, principle of calorimetry , thermal expansion of solids, liquids and gases. Heat transfer-Thermal conductivity of solids, Steady state, determination of thermal conductivity by Searles method. Kirchhoff’s laws of heat radiation, Stefan’s law of heat radiation, Wien’s law, Newton’s Law of cooling. Kinetic Theory of gases- Pressure of an ideal gas, mean and RMS speed, Kinetic interpretation of temperature, Degrees of freedom, Law of equipartition of energy. Concept of mean free path. Zeroth law of thermodynamics, first Law of thermodynamics, Specific heats of a gaseous system, Relation between Cp and Cv, Work done during Isothermal and Adiabatic processes, Carnot’s conceptual heat engine and its efficiency ,co efficient of performance of refrigerator, Second law of thermodynamics, Absolute Scale of Temperature.

Characteristics of Materials: Elastic and Plastic behaviors of solids, Elastic limit, Hooke’s law. Young’s modulus, Shear and Bulk modulus, Poisson’s ratio.

Liquids : Pressure due to liquid column, Pascal’s law and its applications. Surface Tension and Surface Energy, Excess pressure across a spherical liquid surface, angle of contact and expression for capillary rise. Streamlined and turbulent flow, equation of continuity, Bernoulli’s equation and its application, Viscosity- coefficient of viscosity and its variation with temperature and pressure., Stokes law and terminal speed

Electricity & Magnetism : Coulombs law and conservation of charge, electric flux, Gauss law and its applications. Electric field intensity and Potential at a point in an electric field, Relation between them, electric potential and field due to an electric dipole, torque and potential energy of a dipole in external electric field. Capacitance- dielectric constant and its effect on capacitance. Series and parallel grouping of capacitances, Energy stored in a charged capacitor, dielectrics and electric polarization. Electric current, drift velocity and mobility of charge carriers. Ohm’s law, Variation of resistance of metallic conductors with temperature, Kirchhoff’s laws and its application to a balanced Wheatstone bridge .Internal resistance of a cell , potential difference and emf of a cell. Combination of Cells and resistors- series and parallel. Heating effect of electric current and Joule’s law, Electric power and electric energy.

Magnetic Permeability and Susceptibility of materials, Properties of dia, para and ferro magnetic materials. magnetic elements of Earth. Biot–Savart’s and Amperes law- Magnetic Field due to a st conductor and circular coil. Moving coil galvanometer (dead beat only). Force on a moving charge and current carrying conductor in a uniform magnetic field. Force between two parallel current carrying st conductors. Torque, experienced by a current loop, moving coil galvanometer and its conversion to ammeter and voltmeter. Faraday’s laws of electromagnetic induction, Lenz’s law, emf induced in a rotating coil in a magnetic field. Self and Mutual induction, Alternating current: Phase relation between Voltage and Current in pure resistive, pure capacitive, pure inductive and series LCR circuits. Power factors, wattles current. Principle of transformer, elementary idea on electromagnetic waves. electromagnetic spectrum, basic idea of displacement current.

Wave motion: Simple harmonic motion, oscillation of a loaded spring , simple pendulum , qualitative ideas about free, damped and forced oscillations. wave propagation, characteristics of wave motion, longitudinal and transverse waves, superposition of waves:- Stationary waves, Beats. Open and closed organ pipes, velocity of sound in air- effect of pressure, temperature and humidity on it. Doppler Effect, laws of transverse vibration of string (Statement only).

Optics: Reflection and refraction at curved surfaces. Spherical mirror and thin lens formula and refraction through prism. Total internal reflection, Dispersion, Huygens principle (statement only), Young’s double slit experiment .Interference in light.

Optical instruments: simple magnifier, compound microscope and astronomical telescope.

Electronic Devices: Thermionic emission, Statement of Richardson’s equation and Child’s Law, Vacuum triode- construction and characteristics, relationship between valve constants, Descriptive idea of energy bands:- conductors, insulators and semi conductors, Intrinsic and extrinsic semiconductors, p-type and n-type semiconductors. PN junction, PNP and NPN transistor, PN Junction as a rectifier. Working of solar cells, photo diodes and LED .Elementary idea about OR, AND, NOT, NOR , NAND ,XOR, XNOR gates.

Atomic and Nuclear Physics: Bohrs atomic model, expression for radius, velocity , energy , frequency of an electron in nth orbit .Rydberg constant and Hydrogen spectra .Einstein photoelectric equation, dual nature of radiation and Debroglie wavelength. mass energy equivalence relation (Statement only).Atomic nucleus, nuclear forces, nuclear mass, binding energy, mass defect, artificial radio activity, radio isotopes and their uses. Nuclear fission, energy released during nuclear fission, chain reaction, controlled chain reaction, nuclear fusion, energy generation in the Sun, radiation hazards.

CHEMISTRY (+ 2 Level) - (40 Questions)

General Behaviour of Matter: Solid State: Characteristics, Classification, Solubility, Melting points, Crystal structure of simple ionic compounds. Radius ratio and coordination number: density calculation, lattice points and voids. Liquid State: Characteristics, Boiling and Freezing points, Viscosity, Surface tension, Osmosis and Osmotic Pressure, Raoult’s law, Lowering of vapour pressure, Depression of freezing points, Elevation of boiling points, Anomalous molecular masses; Association and dissociation. olutions: Types of solutions, concentration and different ways of expressing concentration (percentage, ppm, strength, normality, molarity, molality and formality); Interrelations Gaseous State: Gas laws, Kinetic model of gases, ideal gas equation, Van der waals’ equation, compressibility factor, Average, root mean square and most probable velocities.

Basic Concepts of Chemistry (Atoms and molecules): Symbols, Valency, Atomic mass, Molecular mass, Avogadro’s law, Mole concept, Equivalent mass of acid base salt Oxidant and Reductant. Percentage composition, empirical and molecular formula, chemical reactions and calculations based on stoichiometry.

Structure of atoms and molecules: Fundamentals particles and their properties, Rutherford and Bohr’s models of atom, Hydrogen spectrum, defects of Bohr’s model, dual nature of matter de-Broglie theory of matter wave, Heisenberg’s uncertainty principle. Energy levels, Shells and Sub-shells, s,p and d orbitals, Quantum numbers, Pauli’s exclusion principle, Aufbauprinciple, Hund’s rule, Electronic configuration of atoms, Extra stability of half filled and filled subshells.

Chemical bonds: Ionic, Covalent, Coordinate and Hydrogen bond, Hybridisation- sp, sp2 , sp3 , dsp2 ,dsp3 , d2sp3 shapes of molecules, VSEPR theory, Molecular Orbital Theory of simple diatomic molecules.

Periodic classification: Periodic table and periodic laws, s, p, d and f block elements, Periodicity in properties such as atomic and ionic radii, ionization enthalpy, electron gain enthalpy, electronegativity and oxidation states.

Chemical energetics, equilibrium and kinetics: Energetics: Internal energy, Enthalpy, Heats of reactions, Bond energy, Hess’s law, Idea on enthalpy, entropy and free energy, spontaneity and conditions of equilibrium. Equilibria : Reversible reaction, Law of mass action, Equilibrium constant Kp, Kc, Kx and their relation. Relationship between Equilibrium constant, reaction quotient and Gibbs energy. application of Equilibrium constant to ammonia synthesis and dissociation of HI, Decomposition and thermal dissociation. Theory of acids and bases, Dissociation of weak acids and bases, Ostwald’s dilution law, Ionic product of water, Common ion effect, Solubility product and their applications, pH, Hydrolysis of salts, Buffer solutions.

Kinetics : Rate of chemical reaction, Factors affecting the rate, Rate constant, Order and Molecularity of a reaction, Simple zero and First order reaction, Half life period, Arrehnius equation and Activation Energy, Collision theory (qualitative idea only) [Types of chemical reaction : Neutralisation and oxidation– Reduction reaction, Equivalent mass, Oxidation number, Balancing chemical reactions, by Ion electron method, Reactions involving KMnO4, K2Cr2O7, Na2S2O3, oxalate etc.]

Non-metals: Group study, Preparation, Properties and uses of compounds of the elements. hydrogen (ortho and para hydrogen, isotopes of hydrogen, D2O and H2O2). Dihydrogen as fuel. Allotropes of carbon. Nitrogen family (NH3 and HNO3). Oxygen, ozone and sulphur. Oxygen family (O2, O3, H2S, SO2, H2SO4 and its manufacturer by contact process). Halogens, Hydrogen halides and Interhalogen compounds. Zero group elements: Electronic configuration occurrence, physical and chemical properties and uses.

Electrochemistry: Electrolysis, Electrical Conductivity (Specific, Equivalent and molar), Faraday’s laws, Kohlrausch law, Galvanic cell, Cell reaction, Nernst equation, Standard electrode potential, Electro chemical series, e.m.f. of simple cells. Fuel cells.

Surface Chemistry: Colloids: Preparation, purification, properties and uses. Emulsion, Adsorption: Types and applications.

Metals and metallurgy: Occurrence of metal, Minerals and ores, flux, slag, calcination, roasting, smelting (by reduction of oxides) and refining. General trends in the characteristics. Principles of extraction of Na, Mg, Ca, Al, Cu and Fe and their oxides, hydroxides, chlorides, nitrates and sulfates.

Organic chemistry:

Introductory: Functional Groups and organic radicals, Nomenclature by IUPAC system (substitutive method) , Isomerism (Structural and stereoisomenism – optical and geometrical) EZ & RS nomenclature, Electron mobility – Inductive effect, Resonance, Electromeric effect and Hyperconjugation; their applications. Types of organic reactions – addition, substitution, elimination reactions. Idea of electrophiles and nuclephiles; Reaction intermediates – idea of carbocations, carbanion & free radicals; their stabilities.

Aliphatic compounds: Methods of preparation and properties of alkanes, alkenes, alkynes (acidity of terminal alkynes), haloalkanes, alcohols, ether, aldehydes, ketones, carboxylic acids, acid derivatives (acid chlorides, esters and amides), nitroalkanes and amines.

Aromatic compounds: Aromaticity (Huckel’s rule), Aromatic hydrocarbon (Preparation and reactions – Substitution, addition, ozonolysis) Directive influence of functional group. Phenols (Preparation and reactions) : Aldehydes (Preparations and reactions); Acids (Preparation and reactions). Amines (Preparation and reactions); Diazonium salts (synthetic application).

Biochemistry: Biological importance of organic compounds such as carbohydrates, amino acids, proteins, Vitamins and nucleic acids (only by metabolic process).

Chemistry in the service of mankind: Polymers (nylon, terylene, neoprene, buna-S, PVC, Teflon &bakelite). Biodegradable Polymer Medicine-analgesic, antipyretic, antibiotic, antacid and antiseptic (structure and preparation not required).

Environmental chemistry: Source, effect and control measures of air and water pollution

MATHEMATICS (+ 2 Level) - (40 Questions) or BIOLOGY (+ 2 Level) - (40 Questions)

Logic : Statement, Negation, Implication, Converse, Contraposititve, Conjuction, Disjunction, tautology, Truth Table, Principle of Mathematical induction.

Sets, Relation and Function : Union, Intersection, Difference, Symmetric difference and Complement of sets , De Morgan’s laws,Venn diagram, Cartesian product of sets,Power Set, Relation and function : domain , codomain and range of a relation, types of relations, Equivalence relation, Representation of three dimensional space by RxRxR, types of functions and their domain and range such as: Constant function, identity function, modulus function, logarithm function, exponntial function, greatest integer function. surjective, injective and bijective functions, sum , difference and quotient of functions and their range, Composite function, Inverse of a function.

Number system : Real numbers (algebraic and order properties, rational and irrational numbers), Absolute value, Triangle inequality, AM ? GM, Inequalities(simple cases), Complex numbers as ordered pairs of reals, representation of a complex number in the form a +ib and their representation in a plane, Argand diagram, Algebra of complex numbers, modulus and argument of complex numbers, Conjugate a complex number, Quadratic equation in real numbers, and their solution, Relation between roos and coefficients, nature of roots, formation of quadratic equation with roots. Permutations and Combinations, fundamental principle of counting, permutation as an arrangement and combination as a selection, meaning of P(n,r) and C(n,r), simple applications, Binomial theorem for positive integral index, general term and middle term, properties of Binomial coefficient and their applications, Identities involving binomial co-efficients.

Determinants and matrices : Determinants and matrices up to third order, Minors and cofactors, Properties of determinants, Matrices upto third order, Types of matrices, algebra of matrices, properties of determinant, evaluation of determinants, Adjoint and inverse of matrix, Application of determinants and matrices to the solution of linear equations (in three unknowns).

Trigonometry : Compound angles, Multiple and Submultiple angles, Trigonometric identities , Solution of trigonometric equations, trigonometric functions, Properties of triangles, Inverse trigonometric function and their properties

Co-ordinate geometry of two dimensions : Cartesian system of rectangular co-ordinates in a plane, distance formula, section formula, locus and its equation, translation of axes, slope of a line, parallel and perpendicular lines, intercepts of a line on the coordinate axes. Various forms of equations of a line, intersection of lines, angles between two lines, conditions for concurrence of three lines, distance of a point from a lineequations of internal and external bisectors of angles between two lines, coordinates of centroid, orthocentre and circumcentre of a triangle, equation of family of lines satisfying various conditions,. Pairs of straight lines, Standard form of equation of a circle, general form of the equation of a circle, radius and centre of a circle, equation of a circle when the end points of a diameter are given, points of intersection of a line and a circle and condition for a line to be tangent to a circle, Equations of tangents to a circle, Equations of parabola, Ellipse and hyperbola in simple forms, their tangents in standard form. Condition of tangency.

Coordinate geometry of three dimensions : Coordinates of a point in space, distance between two points, section formula, Direction cosines and direction ratios, Projection, angle between two intersecting lines. Angle between two planes, Angle between a line and a plane. Distance of a point from a line and a plane. Equations of a line and a plane in different forms, intersection of a line and a plane, coplanar lines.

Sequence and Series : Definition, Infinite geometric series, Arithmetico-geometric series, Exponential and Logarithmic series, Geometric mean between two given numbers, Relation between AM and GM

Vectors : Vectors and scalars,addition of vectors,components of a vector in two dimensions and three dimensional space,scalar and vector products, scalar and vector triple product.

Differential calculus: Concept of limit, limits of polynomial functions, rational functions, trigonometric functions, exponential and logarithmic functions, Continuity of functions, Contuinity and differentiability, Derivative of standard Algebraic and Transcendental functions, Differentiation of trigonometric,inverse trigonometric,logarithmic and exponential functions,Derivative of composite functions, functions in parametric form, Implicit differentiation, Differentiation of the sum, difference, product and quotient of two functions, derivatives of order upto two,Rolle’s and Lagrange’s Mean Value Theorems,Applications of derivatives: Rate of change of quantities, monotonic – increasing and decreasing functions,Maxima and minima of functions of one variable,tangents and normals, Geometrical application of derivatives such as finding tangents and normals to plane curves.

Integral calculus: Standard methods of integration (substitution, by parts, by partial fraction, etc), Integration of rational, irrational functions and trigonometric functions. Definite integrals and properties of definite integrals, Fundamental Theorem of Calculus, Evaluation of definite integrals, determining areas of the regions bounded by simple curves in standard form.

Differential equations : Definition, order, degree of a differential equation, General and particular solution of a differential equation, Formation of a differential equation, Solution of a differential equations by method of separation of variables, Homogeneous differential equations of first order and first degree, Linear differential equations of the form dy/dx +p(x)y = q(x)

Probability and statistics: Measures of Dispersion: Calculation of mean, median, mode of grouped and ungrouped data, calculation of standard deviation, variance and mean deviation for grouped and ungrouped data, Probability: Probability of an event, addition and multiplication theorems of probability, Mutually exclusive events, Independent events, Compound events, Conditional probability, Addition theorem,Baye’s theorem, random variables, probability distribution of a random variate(Binomial distribution only)

BOTANY

Diversity of plant life: Five kingdom system of classification with their merits and demerits. Structure, reproduction and economic importance of Bacteria, Viruses, Viroids & Lichens. Life history of representative members of different plant groups: Spirogyra, Saccharomyces, Funaria, Dryopteris, Cycas.

Morphology of angiosperms : Normal and Modified roots, stems and leaves, Inflorescence, Flower and its parts, Pollination, Fertilization, Fruits.

Taxonomy of flowering plants : Principles and units of classification (species, genus, family) Binomial nomenclature, Studies of important families: Malvaceae, Solanaceae, Fabaceae, Asteraceae, Brassicaceae, Liliaceae.

Cell: Structure and function : Cell Theory, Totipotency, Prokaryotic and Eukaryotic cell, Structure of typical plant cell: Cell Wall, Cell Membrane, Cell Organelles (Plastids, mitochondria, endoplasmic reticulum, ribosomes, Golgibodies, Lysosomes, Peroxisomes). Important compounds of cell: Structure and functions of water, aminoacids, proteins, carbohydrates and fats.Properties and chemical nature of enzymes. Mode of enzyme action.

Continuity of life: Cell division: Mitosis, Meiosis and their significance, Mendel’s laws of inheritance: Monohybrid and Dihybrid cross, Incomplete dominance, Multipleallelism, Quantitative inheritance.

Genetic material: Structure of nucleic acids. Evidences to establish ‘DNA as genetic material’ (Griffith and Avery’s experiment). Concept of gene, Transcription and translation in Prokaryotes. Regulation of gene expression – induction and repression.

Recombinant DNA and Tissue culture technique: Recombinant DNA techniques and its significance. Gene bank, Production of Transgenic plants with examples, Tissue culture technique.

Microbes in Human welfare: Household & industrial product, sewage treatment, Biogas production, Biocontrol agents, Biofertilizers.

Complexities of plant life: Meristematic & Permanent tissues, Internal structures of dicot and monocot stems, roots and Isobilateral and Dorsiventral leaves, Normal secondary growth in dicot stem.

Plant Breeding: Elementary idea about hybridization, Breeding for Crop Improvement.

Processes in plants: Diffusion, Osmosis, Plasmolysis, Imbibition, Absorption and transport of water and minerals, Transpiration and its significance, Respiration and fermentation, Photosynthesis, Biological nitrogen fixation. Growth and development: Growth regulators – Physiological effects of Auxins, Gibberellin, Cytokinin, Ethylene and Abscissic acid. Elementary idea of photoperiodism and vernalisation. Plant movements (with special reference to geotropism and phototropism).

Ecology: Man and environment, Ecosystem: Structure and function, Ecological adaptations (Hydrophytes and Xerophytes), plant succession (Hydrosere, Xeresere), Structure and function of Ecosystem.

Economic Botany: Economic importance of plants like Rice, Gram (green gram) Jute, Groundnut, Mango, Tulsi.

Common plant diseases: Symptoms and control measure of following plant diseases: Powdery mildew of peas, Bacterial blight of rice, Mosaic disease of Papaya.

ZOOLOGY

Animal World: Definition, scope and branches of zoology, characteristics of living organisms. Two Kingdom and Five Kingdom classification, their merits and demerits. Salient features and broad outline classification of animals (non-chordates up to phyla and chordates upto classes). Tools for study of taxonomy - zoological parks, sanctuaries and national parks.

Animal Histology: Epithelial, connective, muscular and nervous tissue. Details about blood and bone. Organs and organ systems.

Animal Locomotion: Joints and muscles in movements of man. Mechanism of muscle contraction. Disorders: Arthritis and osteoporosis.

Animal Nutrition: Intracellular and intercellular digestion. Digestive system of cockroach. Digestive system and physiology of digestion in human (ingestion, absorption, assimilation and egestion). Gastro-intestinal hormones and their role. Malnutrition and under-nutrition.

Animal Respiration: Types of Respiration (tracheal and Pulmonary). Structure and function of respiratory system in human. Mechanism of pulmonary respiration (breathing), transport of respiratory gases. Common respiratory disorders.

Animal Circulation: Open circulation in cockroach and closed circulation in human. Structure of human heart, cardiac cycle, arteries, veins, capillaries and portal system. Blood pressure, Haemoglobin, blood groups (ABO and Rh), Blood coagulation. Disorders: hypertension, atherosclerosis, arteriosclerosis, pace maker.

Animal Excretion: Types of Excretion (ammonotelism, ureotelism and uricotelism), Excretion in cockroach, Excretion in human - structure and function of kidney, role of liver in excretion. Disorders related to excretion - kidney failure, dialysis. Role of ADH.

Control and Co-ordination: Nervous system of cockroach, nervous system in human - central, peripheral and autonomic nervous system. Transmission of nerve impulse. Reflex action. Human endocrine glands (Name, location), hormones and their functions. Hormones as messengers and regulators. Feed back control. Hormonal disorders.

Animal Reproduction and human development: Types of Reproduction : Asexual Reproduction - binary fission, multiple fission, budding and gemmule formation. Sexual reproduction in human – male and female reproductive systems, menstrual cycle.

Gametogenesis (spermatogenesis and oogenesis), fertilization development upto three germ layers, implantation, parturition and lactation.

Genetics and Evolution: Mendelism, Linkage and crossing over, recombination, sex chromosones, sex-determination, sex- linked inheritance, chromosomal aberrations. Human Genome Project. Genetic and chromosomal disorders in human - Haemophilia, Klinefelter’s syndrome, Down’s syndrome and Turner’s syndrome. Origin of life, Evidences of evolution, theories of evolution (Lamarkism and Darwinism).

Biotechnology: Genetic Engineering and Recombinant DNA Technology, DNA Finger printing. Immunity and immune disorders. Vaccines and Vaccination.

Human Diseases: Types, causes, diagnosis, prevention and treatment- AIDS, STD, Cancer and Diabetes.

Biology in human welfare: Common problems of adolescence - Drugs, Alcohol, risks of indiscriminate use of drugs and antibiotics.

Environmental Issues: Air and Water pollution and their control. Solid waste management, Radioactive waste management. Agrochemicals and their effects. Green house effect. Ozone Layer depletion. Deforestation.

OJEE syllabus for Lateral Entry to B. Pharm (LE – PHARM) – 60 Questions (The course content is same as the syllabus of part-I and part-II of Diploma in Pharmacy) 

The course content is same as the syllabus of part-I and part-II of Diploma in Pharmacy as per the Education Regulation – 1991 of Pharmacy Council of India.

OJEE syllabus for Lateral Entry to B. Tech. for Diploma Students (LE – TECH. (Diploma)) - ENGINEERING MATHEMATICS – 40 Questions

Algebra: Definition of complex number, Conjugate of complex number, Modulus and amplitude of a complex number. Algebra of complex numbers. Cube root of unity and their properties, De’Moivre’s theorem and its application, Permutation, Combination, Binomial Theorem for any rational index, Relationship between Binomial coefficients.

Determinant and Matrices: Properties of determinants. Crammer’s Rule, Types of matrices, Transpose, Adjoint and inverse of a matrix upto third order. Solution of simultaneous equation by matrix method.

Trigonometry: Trigonometrical ratios, multiple and submultiple angles, solution of trigonometrical equations, Properties of triangles, Inverse circular function and its properties.

Analytical Geometry: Distance formula, Division formula, Area of trapezium, Area of Triangle, Equation of straight lines in different form, Distance of a point from a line, Equation of circle in different forms.

Vector Algebra: Definition, Algebra of vectors, Position Vector, Resolution of vector into components, normal vector, unit vector, Scalar and Vector product of two vectors and their application, scalar triple product and its application.

Calculus: Limit and continuity of function, Derivative of standard functions, Derivative of composite functions. Differentiation of implicit functions, Differentiation of function in parametric form, Differentiation using logarithm, Differentiation of a function with respect to another function, Successive differentiation in simple cases, Maxima, minima and point of inflection, Partial derivative, Euler’s theorem for homogeneous functions. Standard methods of integration (by parts, by substitution, by partial fraction etc.). Definite integrals and their properties. Area bounded by curves.

Ordinary Differential Equation: Order and degree of differential equation, formation of differential equation. Solution of first order and first degree differential equation. (Linear and homogeneous)

Coordinate Geometry of three Dimension: Distance and Division formulae, Direction cosine and direction ratio of a line, condition of perpendicularity and parallelism, Equation of plane under different conditions, angle between two planes, Distance of a point from a plane, General equation of a sphere, Equation of a sphere with given diameter.

Probability and Statistics: Measures of central tendency (Mean, Median, Mode), Measures of dispersion (Mean Deviation, Standard Deviation and Variance), Definition of probability, equally likely, Mutually exclusive and independent events. Addition theorem of probability.

ENGINEERING MECHANICS – 40 Questions

Force and Moments Force and its effects, Classification of forces, Principle of Transmissibility, Principle of Superposition, Action and Reaction, Tension and Compression, Free Body Diagram. Co-planer concurrent forces: Resultant of forces, Equilibrium of forces and equilibrant, Parallelogram law of forces and determination of the resultant of two concurrent forces, Components and resolve parts of a force, Principle of resolution of a force and any number of forces, Analytical determination of resultant of number of concurrent forces, Lami’s Theorem, Triangle law of forces and polygon law of forces. Coplanar non-concurrent forces: Moment of a force, Statement and proof of Varignon’s theorem, Conditions of equilibrium, Determination of resultant of two like and unlike parallel forces, Couple and its moment, Various types of supports with their reactions, Simple problems on coplanar non concurrent forces with the help of free body diagram.

Center of Gravity and Moment of Inertia Centroid and Center of Gravity(C.G.), Expression for C.G. of straight line (uniform rod),triangle, rectangle, circular,semicircular lamina. Expression for C.G. of solids like hemisphere and cone (Expression only). Different types of engineering sections (symmetrical and non-symmetrical built up sections). Location of the C.G. of the above sections. Definition of Moment of Inertia (M.I.) of plain figure as second moment of area. Perpendicular axes theorem, parallel axis theorem. M.I. of plane lamina like rectangle, triangle, circle, and semicircle (from 1st principle) M.I.of different engineering sections.

Friction Frictional force, angle of friction, limiting friction, co-efficient of friction, Laws of Static Friction. Simple problems on ladder, Body on Inclined planes with applied force parallel to the plane and horizontal, Screw Jack.

Gear Drive Various types of gears, Gear terminology, Velocity ratio and expression for the velocity ratio for simple gears. Types of gear trains (simple and compound gear trains) Simple Lifting Machine Definition of a machine.

Simple and compound lifting machines. Mechanical Advantage (MA), Velocity Ratio (VR) and efficiency of lifting machine. Relationship between MA, VR and efficiency. Laws of machine, Friction in machines, Friction in terms of load and friction in terms of effort. Reversible machine and self-locking machine. Condition of reversibility of a machine. Velocity Ratio and efficiency of 1 st , 2 nd & 3 rd system of pulleys; Simple and differential wheel & axle, Screw jack.

Simple Stress and Strain Stress, strain, tensile, compressive and shear types of stress and strain, Hooke’s Law of elasticity, Poisson’s ratio, Elastic limit, Elastics Constants (E, G & K ) relationship between E,G &K, Stress-strain curve and salient points on stress-strain curve for ductile material. Simple problems on stress and strain in case of material with uniform cross section.

Dynamics Kinematics and kinetics of a particle, Principle of Dynamics:-Newton’s laws of motion, D’Alembert’s Principle and its application. Motion of particle acted upon by a constant force. Engineering Application of Work, Power and Energy: Work done, force-displacement diagram, Work done in stretching a spring, Power, Indicated Power, Brake Power and efficiency. Kinetic and potential energy & its application, Force, Momentum and Impulse, Conservation of energy and linear momentum, Collision of elastic bodies, Co-efficient of restitution (e), Velocity after impact. Impact of body with a fixed plane.

BASIC ELECTRICAL AND ELECTRONICS ENGINEERING (40 Questions)

BASIC ELECTRICAL ENGINEERING (20 Questions) Fundamentals and AC Theory: Concept of Source and Load, Ohm’s Law, Concept of resistance, Series and Parallel DC circuits, Kirchhoff’s Laws, Faraday’s Laws of Electromagnetic Induction, Fleming’s Left 7 Hand Rule and Right Hand Rule. Generation of alternating emf, Difference between DC and AC, Amplitude, Cycle, Time period, Frequency, Phase, Phase Angle, Phase Difference, Instantaneous value, RMS value, Average value, Amplitude factor and Form factor, Phasor diagram representation of AC values, AC through pure resistance, inductance and capacitance, AC through RL, RC and RLC circuits, Impedance Triangle and Power Triangle.

Conversion of Electrical Energy:. DC machine and its main parts. DC generators: Principle of operation and emf equation. DC motors: Principle of operation, classification, torque equation and applied voltage V-back emf Eb relation. Starters used for DC motors, Use of different types of DC generators and motors, Concept of single phase Transformer and its application, Principle of operation of Three-phase and Single-phase Induction Motors.

Power Billing: Calculation of Power used in small electrical appliances and installation, Calculation of Energy consumption in small electrical installations, Earthing installation, types (Pipe and Plate earthing) and uses.

Measuring Instruments and Storage Devices: Introduction to measuring instruments, Expression for Torque in measuring instruments, Use of PMMC and MI type of instruments( Ammeters and Voltmeters). Connection diagram of AC/DC ammeter, voltmeter, energy meter and wattmeter for single phase electrical system only, Introduction to storage devices and their types. Charging, Discharging and Maintenance of Lead Acid battery.

BASIC ELECTRONICS ENGINEERING (20 Questions) Electronic Devices: Classification of material according to electrical conductivity (Conductor, Semiconductor & Insulator) with respect to energy band diagram only. Principle of working and use of PN junction diode, Zener diode and Light Emitting Diode (LED), Integrated circuits (I.C) & its advantages.

Electronic Circuits: Principles of working of different types of Rectifiers with their merits and demerits, Transistor, Different types of Transistor Configuration and state output and input current gain relationship in CE, CB and CC configuration (No mathematical derivation), Need of biasing and explain different types of biasing with circuit diagram (only CE configuration), Amplifiers (concept), Working principles of single phase CE amplifier.

Communication System: Basic communication system (concept & explanation with help of Block diagram), Concept of Modulation and Demodulation, Difference between them, Different types of Modulations (AM, FM and PM) based on signal, carrier and modulated wave (Only Concept, No Mathematical Derivations).

Transducers And Measuring Instruments: Concept of Transducer and sensor with their differences, Working principle of photo emissive, photoconductive, photovoltaic transducer and its application, Multimeter and its applications.

OJEE syllabus for Lateral Entry to B. Tech. for B. Sc. Students (LE – TECH. (B.Sc.)) - MATHEMATICS (+ 2 Level) - (30 Questions)

Logic : Statement, Negation, Implication, Converse, Contraposititve, Conjuction, Disjunction, tautology, Truth Table, Principle of Mathematical induction.

Sets, Relation and Function : Union, Intersection, Difference, Symmetric difference and Complement of sets , De Morgan’s laws,Venn diagram, Cartesian product of sets,Power Set, Relation and function : domain , codomain and range of a relation, types of relations, Equivalence relation, Representation of three dimensional space by RxRxR, types of functions and their domain and range such as: Constant function, identity function, modulus function, logarithm function, exponntial function, greatest integer function. surjective, injective and bijective functions, sum , difference and quotient of functions and their range, Composite function, Inverse of a function.

Number system : Real numbers (algebraic and order properties, rational and irrational numbers), Absolute value, Triangle inequality, AM ? GM, Inequalities(simple cases), Complex numbers as ordered pairs of reals, representation of a complex number in the form a +ib and their representation in a plane, Argand diagram, Algebra of complex numbers, modulus and argument of complex numbers, Conjugate a complex number, Quadratic equation in real numbers, and their solution, Relation between roos and coefficients, nature of roots, formation of quadratic equation with roots.Permutations and Combinations, fundamental principle of counting, permutation as an arrangement and combination as a selection, meaning of P(n,r) and C(n,r), simple applications, Binomial theorem for positive integral index, general term and middle term, properties of Binomial coefficient and their applications, Identities involving binomial co-efficients.

Determinants and matrices : Determinants and matrices up to third order, Minors and cofactors, Properties of determinants, Matrices upto third order, Types of matrices, algebra of matrices, properties of determinant, evaluation of determinants, Adjoint and inverse of matrix, Application of determinants and matrices to the solution of linear equations (in three unknowns).

Trigonometry : Compound angles, Multiple and Submultiple angles, Trigonometric identities , Solution of trigonometric equations,trigonometric functions, Properties of triangles, Inverse trigonometric function and their properties

Co-ordinate geometry of two dimensions : Cartesian system of rectangular co-ordinates in a plane,distance formula,section formula,locus and its equation,translation of axes,slope of a line,parallel and perpendicular lines,intercepts of a line on the coordinate axes. Various forms of equations of a line, intersection of lines, angles between two lines, conditions for concurrence of three lines, distance of a point from a lineequations of internal and external bisectors of angles between two lines, coordinates of centroid, orthocentre and circumcentre of a triangle, equation of family of lines satisfying various conditions,. Pairs of straight lines, Standard form of equation of a circle, general form of the equation of a circle, radius and centre of a circle, equation of a circle when the end points of a diameter are given, points of intersection of a line and a circle and condition for a line to be tangent to a circle, Equations of tangents to a circle, Equations of parabola, Ellipse and hyperbola in simple forms, their tangents in standard form. Condition of tangency.

Coordinate geometry of three dimensions : Coordinates of a point in space, distance between two points, section formula, Direction cosines and direction ratios, Projection, angle between two intersecting lines.Angle between two planes, Angle between a line and a plane. Distance of a point from a line and a plane.Equations of a line and a plane in different forms, intersection of a line and a plane, coplanar lines.

Sequence and Series : Definition, Infinite geometric series, Arithmetico-geometric series, Exponential and Logarithmic series, Geometric mean between two given numbers, Relation between AM and GM

Vectors : Vectors and scalars,addition of vectors,components of a vector in two dimensions and three dimensional space,scalar and vector products, scalar and vector triple product.

Differential calculus: Concept of limit, limits of polynomial functions, rational functions, trigonometric functions, exponential and logarithmic functions, Continuity of functions, Contuinity and differentiability, Derivative of standard Algebraic and Transcendental functions, Differentiation of trigonometric,inverse trigonometric,logarithmic and exponential functions,Derivative of composite functions, functions in parametric form, Implicit differentiation, Differentiation of the sum, difference, product and quotient of two functions, derivatives of order upto two,Rolle’s and Lagrange’s Mean Value Theorems,Applications of derivatives: Rate of change of quantities, monotonic – increasing and decreasing functions,Maxima and minima of functions of one variable,tangents and normals, Geometrical application of derivatives such as finding tangents and normals to plane curves.

Integral calculus: Standard methods of integration (substitution, by parts, by partial fraction, etc), Integration of rational, irrational functions and trigonometric functions. Definite integrals and properties of definite integrals, Fundamental Theorem of Calculus, Evaluation of definite integrals, determining areas of the regions bounded by simple curves in standard form.

Differential equations : Definition, order, degree of a differential equation, General and particular solution of a differential equation, Formation of a differential equation, Solution of a differential equations by method of separation of variables, Homogeneous differential equations of first order and first degree, Linear differential equations of the form dy/dx +p(x)y = q(x)

Probability and statistics: Measures of Dispersion: Calculation of mean, median, mode of grouped and ungrouped data, calculation of standard deviation, variance and mean deviation for grouped and ungrouped data, Probability: Probability of an event, addition and multiplication theorems of probability, Mutually exclusive events, Independent events, Compound events, Conditional probability, Addition theorem,Baye’s theorem, random variables, probability distribution of a random variate(Binomial distribution only)

PHYSICS (+ 3 Level) - (15 Questions)

Mechanics: Vector algebra, gradient, divergence, curl and their significance. Ordinary differential equation:1st order and 2nd order homogenous differential equation laws of motion, motion in a uniform field, components of velocity and acceleration in different coordinate systems. Motion under a central force, Kepler’s law, Gravitational law and field. Potential due to a spherical body, Gauss and Poisson equations for gravitational self-energy. System of particles, center of mass, equation of motion, conservation of linear and angular momenta, conservation of energy, elastic and inelastic collisions. Rigid body motion, rotational motion, moment of inertia and their products. Special theory of relativity: Postulates of special theory of relativity, length contraction, time dilation, relativistic addition of velocities.

Oscillations: Harmonic oscillations, kinetic and potential energy, examples of simple harmonic oscillations, spring and mass system, simple and compound pendulum, torsional pendulum. Superposition of two simple harmonic motions of the same frequency along the same line, interference, superposition of two mutually perpendicular simple harmonic vibrations of the same frequency, Lissajous figures, case of different frequencies. Forced and damped oscillations.

Motion of charged particles in electric and magnetic fields: E as an accelerating field, electron gun, case of discharge tube, linear accelerator, E as deflecting field-CRO, sensitivity. Properties of Matter: Elasticity, small deformations, Hooke’s law, elastic constants for an isotropic solid, beams supported at both the ends, cantilever, torsion of a cylinder, bending moments and shearing forces. Bernoulli’s theorem, viscous fluids, streamline and turbulent flow. Poiseulle’s law. Capillarity, tube of flow, Reynolds’s number, Stokes law. Surface tension and surface energy, molecular interpretation of surface tension, pressure across a curved liquid surface, angle of contact and wetting.

Electrostatics: Coulomb’s law (in vacuum) expressed in vector forms, calculation of E for simple distributions of charge at rest, dipole and quadruple fields Work done on a charge in an electrostatic field expressed as a line integral, conservative nature of the electrostatic field. Electric potential , E = -dV/dx, Torque on a dipole in a uniform electric field and its energy, flux of the electric field, Gauss’ law and its application for finding E for symmetric charge distributions, Gaussian pillbox, fields at the surface of a conductor. Screening of electric field by a conductor. Capacitors, electrostatic energy, force per unit area of the surface of a conductor in an electric field .Capacitance of an isolated spherical conductor, parallel plate ,spherical and cylindrical condenser. Gauss law in dielectrics.

Electric Currents: Steady current, Current density vector J, non-steady currents and continuity equation, Kirchhoff’s law and analysis of multi-loop circuits, rise and decay of current in LR and CR circuits, decay constants, transients in LCR circuits, AC circuits, Complex numbers and their applications in solving AC circuit problems, complex impedance and reactance, series and parallel resonance, Q factor, power consumed by an AC circuit, power factor.

Magneto statics: Force on a moving charge, Lorentz force equation and definition of B, force on a straight conductor carrying current in a uniform magnetic field, torque on a current loop, magnetic dipole moment, Biot and Savart’s law, calculation of B in simple geometric situations, Ampere’s law ??.B=0, ? ×B,= µ0J, field due to a magnetic dipole.

Time Varying Fields: Electromagnetic induction, Faraday’s law, electromotive force e=?.E.dr, Integral and differential forms of Faraday’s law, mutual and self inductance, transformers, energy in a static magnetic field, Maxwell’s displacement current, Maxwell’s equations, electromagnetic field, energy density.

Electromagnetic Waves: The wave equation satisfied by E and B, plane electromagnetic waves in vacuum, Poynting’s vector.

Kinetic theory of Matter: Real gas: Van der Waals gas, equation of state, nature of Van der Waals forces, comparison with experimental P-V curves. The critical constants, distinction between gaseous and vapour state, Joule expansion of ideal gas, and of a Vander Waals gas, Joule coefficient, estimates of J-T cooling.

Kinetic Theory of Gases: Maxwellian distribution of speeds in an ideal gas: distribution of speeds and of velocities, distinction between mean, rms and most probable speed values. Law of equipartition of energy and its applications to specific heat of gases.

Physical Optics: The principle of superposition , Interference of a light, double-slit interference, coherence requirement for the sources, optical path retardation, lateral shift of fringes, Localized fringes: thin films, Michelson interferometer, Fresnel diffraction: Fresnel halfperiod zones, plates, straight edge, rectilinear propagation. Fraunhofer diffraction : Diffraction of a single slit, the intensity distribution, diffraction at a circular aperture and a circular disc. Diffraction gratings: Diffraction at N parallel slits, intensity distribution, plane diffraction grating, polarization of transverse waves, plane, circular and elliptically polarized light. Polarization by reflection and refraction. Double reflection and optical rotation: Refraction, in uniaxial crystals, its electromagnetic theory. Phase retardation plates, double image prism, rotation of plane of polarized light, origin of optical rotation in liquids and in crystals.

Thermodynamics: Blackbody radiation: energy distribution in blackbody spectrum. Planck’s quantum postulates, Planck’s law. Interpretation of behaviour of specific heats of gases at low temperature.

Quantum Mechanics: Origin of the quantum theory: failure of classical physics to explain the phenomena such as blackbody spectrum, photoelectric effect, Ritz combination principle in spectra, stability of an atom, Planck’s radiation law, Einstein’s explanation of photoelectric effect, Bohr’s quantization of angular momentum and its applications to hydrogen atom, limitations of Bohr’s theory. Wave particle duality and uncertainty principle: de Broglie’s hypothesis for matter waves, the concept of wave and group velocities, evidence for diffraction and interference of particles, experimental demonstration of matter waves. Consequence of de Broglie’s concepts; quantization in hydrogen atom; quantized energy levels of a particle in a box, wave packets, Heisenberg’s uncertainty relation for p and x, its extension to energy and time. Consequence of the uncertainty relation: gamma ray microscope, diffraction at a slit, particle in a box, position of electron in a Bohr orbit. Quantum Mechanics: Schrodinger’s equation. Postulatory basis of quantum mechanics, operators, expectation values, transition probabilities, applications to particle in a one dimensional box, harmonic oscillator, reflection at a step potential, transmission across a potential barrier.

Week spectra: continuous X-ray spectrum and its dependence on voltage, Characteristics Xrays. Moseley’s law, Raman effect, Stokes and anti-Stocks lines, fission and fusion (concepts), energy production in stars by p-p and carbon cycles (concepts). Cyclotron.

Solid State Physics: X-ray diffraction, Bragg’s law,

Magnetism: Atomic magnetic moment, magnetic susceptibility, Dia-Para-, and Ferromagnetism, Ferromagnetic domains, Hysteresis.

Band Structure: Energy bands, energy gap, metals, insulators, semiconductors.

Solid State Devices: Semiconductors - Intrinsic semiconductors, electrons and holes, Fermi level. Temperature dependence of electron and hole concentrations. Doping: impurity states, n and p type semiconductors.

Semiconductor devices: p-n junction, majority and minority charge carriers, junction diode, Zener diode.

Electronics: Power supply: diode as a circuit element, load line concept, rectification, ripple factor, Zener diode, voltage stabilization, IC voltage regulation, characteristics of a transistor in CB, CE and CC mode.

Field effect transistors: JFET volt-ampere curves, biasing JFET, RC coupled amplifier, gain, frequency response, input and output impedance.

Digital electronics: Decimal to binary and binary to decimal conversion. AND, OR, NOT NOR, XOR, XNOR, NAND gates. NAND, NOR gates as universal gates.

CHEMISTRY (+ 3 Level) - (15 Questions)

Kinetic Theory of Gases : Postulates of Kinetic Theory of Gases and derivation of the kinetic gas equation. Deviation of real gases from ideal behaviour, compressibility factor, causes of deviation. van der Waals equation of state for real gases. Boyle temperature (derivation not required). Critical phenomena, critical constants and their calculation from van der Waals equation. Maxwell Boltzmann distribution laws of molecular velocities and molecular energies (graphic representation derivation not required) and their importance.

Liquids : Surface tension, Viscosity, coefficient of viscosity of liquid using Effect of temperature on surface tension and coefficient of viscosity of a liquid.

Solids : Symmetry elements, unit cells, crystal systems, Bravais lattice types Laws of Crystallography - Law of constancy of interfacial angles, Law of rational indices. Miller indices. XRay diffraction by crystals, Braggs law. Defects in crystals.

Chemical Kinetics : Order and molecularity of a reaction. Derivation of integrated rate equations for zero, first and second order reactions (both for equal and unequal concentrations of reactants). Halflife of a reaction. General methods for determination of order of a reaction. Concept of activation energy and its calculation from Arrhenius equation. Theories of Reaction Rates: Collision theory.

Solutions : Thermodynamics of ideal solutions: Ideal solutions and Raoults law, deviations from Raoults law non-ideal solutions. Vapour pressure-composition and temperaturecomposition curves of ideal and non-ideal solutions. Distillation of solutions. Lever rule. Azeotropes.

Thermodynamics : Definition of thermodynamic terms, systems, surroundings etc. Types of systems, intensive and extensive properties, state and path functions and their differentials, thermodynamic processes, concept of heat and work. First law of thermodynamics, statement, definition of internal energy, enthalpy, heat capacity, heat capacity at constant volume, constant pressure and their relation, calculation of w, q, U, H, for the expansion of ideal gases under isothermal and adiabatic conditions for reversible processes, Work done in irreversible process.

Thermochemistry : Standard state, standard enthalpy of formation, Hess’s law of heat of summation and its application, heat of reaction at constant pressure and constant volume, enthalpy of neutralization, bond dissociation energy and its calculation from thermochemical data, temperature dependence of enthalpy. Kirchoff’s equation. Third law of Thermodynamics.

Chemical equilibrium : Equilibrium constant and free energy. Relationship between Kp, Kc, Kx. Derivation of law of mass action (Study of homogeneous and heterogeneous equilibria). Le chaterlier’s principle.

Ionic equilibria : Degree of ionization of weak electrolytes, ionic product of water, salt hydrolysis, solubility product and its applications, Buffer solutions.

Phase equilibrium: Statement and meaning of the terms - phase, component and degree of freedom, derivation of Gibbs phase rule, Clausius-clapeyron equation, phase equilibrium of one component system - water and sulphur system. Two component systems including eutectics, congruent and incongruent melting points, (Pb- Ag system).

Electrochemistry-I: Specific conductance and equivalent and molar conductance, measurement of equivalent conductance, variation of equivalent and specific conductance with dilution, migration of ions and Kohlrausch law, transport number Arrhenius theory of electrolytic dissociation and its limitations, weak and strong electrolytes, Ostawald’s dilution law, its uses and limitations. Application of conductivity measurements, determination of degree of dissociation of weak electrolytes Determination of solubility product of a sparingly soluble salt, conductometric titration(acid-base).

Electrochemistry-II: Types of reversible electrodes- gas metal ion, meta-metal ion, metalinsoluble salt-anion and redox electrodes. Electrode reactions, Nernst equation, derivation of cell EMF and single electrode potential, standard hydrogen electrodes-reference electrodes, standard electrode potentials, sign conventions, electrochemical series and its significant, EMF of a cell and its measurements. Computation of cell EMF, concentration of cell with and without transport, liquid junction potential, definition of pH. Determination of pH using hydrogen electrode, quinehydrone electrode, buffers-mechanism of buffer action, Henderson equation. Hydrolysis of salts (quantitative treatment).

Atomic Structure: Idea of de Broglie matter waves, Heisenberg uncertainty principle, atomic orbitals, Schrodinger wave equation (Mathematical derivations excluded) significance of quantum numbers, shapes of s,p,d orbitals. Aufbau and Pauli exclusion principles, Hund’s multiplicity rule. Electronic configurations of the elements. Anomalous electronic configuration.

Periodic Properties: Atomic and ionic radii, ionization enthalpy and electron – gain enthalpy, electronegativity-definition, methods of determination or evaluation, trends in periodic table and applications in predicting and explaining the chemical behaviour.

Chemical Bonding: Covalent Bond - valence bond theory and its limitations, directional characteristics of covalent bond, various types of hybridization and shapes of simple inorganic molecules and ions. Valence shell electron pair repulsion, (VSEPR) theory of NH3 , H3O+, SF4, CIF3, ICl2 and H2O. MO theory, homonuclear and heteronuclear (CO and NO) diatomic molecules.

S & P Block Elements: Allotropy in C, S and P, Inertpiar effect. Diagonal relationship, anomalous behavior of first member of each group. Hydrides and their classification. Structure and properties of hydrids of p block elements. Structure of diborane, oxoacids of PS and Cl, halides and oxohalides: PCl3, PCl5, SOCl2.

General Principles of Metallurgy: chief modes of occurrence of metal based on standard electrode potentials. Ellingham diagram for reduction of metal oxide using carbon as reducing agent. Hydro metallurgy. Purification of metals (Al,Pb,Fe,Cu,Ni,Zn) electrolytic and oxidative refining , Parting process , van Arkel - de Boer process and Mond process.

Fundamentals of organic chemistry: Inductive effect, resonance, hyper conjugation. Strength of organic acids & bases. Reactive intermediate- carbocations, carbanions, free-radicals and carbenes - formation, stability and structure, types and mechanism of organic reactions- SN1 , SN2, SE1, SE2 , E1, E2, AdE, AdN

Stereochemistry of Organic compounds: Conformations with respect to ethane, butane & cyclohexane. Concept of chirality, configuration. Geometrical and optical isomerism. Enatiomerism, diastereomerism and meso compounds. D-L, cis-trans nomenclature,CIP rule, R/S (for one chiral carbon atom) and E/Z nomenclature.

Aliphatic Hydrocarbons : Alkanes: (Upto 5 Carbons). Preparation: Catalytic hydrogenation, Wurtz reaction, Kolbes synthesis, from Grignard reagent. Reactions: Free radical Substitution: Halogena- tion. Alkenes: (Upto 5 Carbons) Preparation: Elimination reactions: Dehydration of alkenes and dehydro- halogenation of alkyl halides (Saytzeffs rule); cis alkenes (Partial catalytic hydrogenation) and trans alkenes (Birch reduction). Reactions: cis-addition (alk. KMnO₄) and trans-addition (bromine), Addition of HX (Markownikoffs and anti-Markownikoffs addition), Hydration, Ozonolysis, Alkynes: (Upto 5 Carbons)

Preparation: Acetylene from CaC₂ and conversion into higher alkynes; by de- halogenation of tetra halides and dehydrohalogenation of vicinal-dihalides. Reactions: formation of metal acetylides, addition of bromine and alkaline KMnO₄, ozonolysis. Aromatic hydrocarbons: Preparation (Case benzene): from phenol, by decarboxylation, from acetylene, from benzene sulphonic acid. Reactions: (Case benzene): Elec- trophilic substitution: nitration, halogenation and sulphonation. Friedel-Crafts reaction (alkylation and acylation) (upto 4 carbons on benzene). Side chain oxidation of alkyl benzenes (up to 4 carbons on benzene).

Alkyl and Aryl Halides Alkyl Halides (Up to 5 Carbons) Types of Nucleophilic Substitution (SN1, SN2 and SNi) reactions. Preparations & Reactions of Alkyl Halides.

Aryl Halides Preparation: from phenol, Sandmeyer & Gattermann reactions. Reactions (Chlorobenzene): Aromatic nucleophilic substitution (replace- ment by OH group) and effect of nitro substituent. Benzyne Mechanism: KNH2/NH3 (or NaNH2/NH3).

Alcohols, Phenols and Ethers (Upto 5 Carbons)

Alcohols: Preparation: Preparation of 1, 2 and 3 alcohols: using Grignard reagent, Ester hydrolysis, Reduction of aldehydes and ketones, carboxylic acid and esters. Reactions: With sodium, HX (Lucas test), esterification, oxidation (with PCC, alk. KMnO4, acidic dichromate, conc. HNO3). Oppeneauer oxidation Diols: (Upto 6 Carbons) oxidation of diols. Pinacol-Pinacolone rearrangement. Phenols: (Phenol case) Preparation: Cumene hydroperoxide method, from diazonium salts. Reactions: Electrophilic substitution: Nitration, halogenation and sulphonation. ReimerTiemann Reaction, Gattermann-Koch Reaction, Ethers (aliphatic and aromatic): Cleavage of ethers with HI. Aldehydes and ketones (aliphatic and aromatic): Formaldehye, acetaldehyde, acetone and benzalde- hyde Preparation: from acid chlorides and from nitriles. Reactions Reaction with HCN, ROH, NaHSO3, NH2 ? G derivatives. Iodoform test. Aldol Condensation, Cannizzaros reaction, Benzoin condensation. Clemensen reduction and Wolff Kishner reduction.

Carboxylic acids and their derivatives. Carboxylic acids (aliphatic and aromatic) Preparation: Acidic and Alkaline hydrolysis of esters. Reactions: Hell Vohlard - Zelinsky Reaction.

Amines and Diazonium Salts Amines (Aliphatic and Aromatic): (Upto 5 carbons) Preparation: from alkyl halides, Gabriels Ph- thalimide synthesis, Hofmann bromamide reaction. Reactions: Hofmann vs. Saytzeff elimination, Carbylamine test, Hinsberg test, with HNO2, Schotten Baumann Reaction. Electrophilic substi- tution (case aniline): nitration, bromination, sulphonation. Diazonium salts: Preparation: from aromatic amines. Reactions: conversion to benzene, phenol, dyes.

Amino Acids: Preparation of Amino Acids: Strecker synthesis using Gabriels phthalimide synthesis. Zwitterion, Isoelectric point and Electrophoresis. Reactions of Amino acids: ester of COOH group, acetylation of NH2 group, complexation with Cu2+ ions, ninhydrin test.

OJEE syllabus for MCA - MATHEMATICS - (60 Questions)

Logic : Statement, Negation, Implication, Converse, Contraposititve, Conjuction, Disjunction, tautology, Truth Table, Principle of Mathematical induction.

Sets, Relation and Function : Union, Intersection, Difference, Symmetric difference and Complement of sets , De Morgan’s laws,Venn diagram, Cartesian product of sets,Power Set, Relation and function : domain , codomain and range of a relation, types of relations, Equivalence relation, Representation of three dimensional space by RxRxR, types of functions and their domain and range such as: Constant function, identity function, modulus function, logarithm function, exponntial function, greatest integer function. surjective, injective and bijective functions, sum , difference and quotient of functions and their range, Composite function, Inverse of a function.

Number system : Real numbers (algebraic and order properties, rational and irrational numbers), Absolute value, Triangle inequality, AM ? GM, Inequalities(simple cases), Complex numbers as ordered pairs of reals, representation of a complex number in the form a +ib and their representation in a plane, Argand diagram, Algebra of complex numbers, modulus and argument of complex numbers, Conjugate a complex number, Quadratic equation in real numbers, and their solution, Relation between roos and coefficients, nature of roots, formation of quadratic equation with roots.Permutations and Combinations, fundamental principle of counting, permutation as an arrangement and combination as a selection, meaning of P(n,r) and C(n,r), simple applications, Binomial theorem for positive integral index, general term and middle term, properties of Binomial coefficient and their applications, Identities involving binomial co-efficients. 

Determinants and matrices : Determinants and matrices up to third order, Minors and cofactors, Properties of determinants, Matrices upto third order, Types of matrices, algebra of matrices, properties of determinant, evaluation of determinants, Adjoint and inverse of matrix, Application of determinants and matrices to the solution of linear equations (in three unknowns).

Trigonometry : Compound angles, Multiple and Submultiple angles, Trigonometric identities , Solution of trigonometric equations,trigonometric functions, Properties of triangles, Inverse trigonometric function and their properties.

Co-ordinate geometry of two dimensions : Cartesian system of rectangular co-ordinates in a plane,distance formula,section formula,locus and its equation,translation of axes,slope of a line,parallel and perpendicular lines,intercepts of a line on the coordinate axes. Various forms of equations of a line, intersection of lines, angles between two lines, conditions for concurrence of three lines, distance of a point from a lineequations of internal and external bisectors of angles between two lines, coordinates of centroid, orthocentre and circumcentre of a triangle, equation of family of lines satisfying various conditions,. Pairs of straight lines, Standard form of equation of a circle, general form of the equation of a circle, radius and centre of a circle, equation of a circle when the end points of a diameter are given, points of intersection of a line and a circle and condition for a line to be tangent to a circle, Equations of tangents to a circle, Equations of parabola, Ellipse and hyperbola in simple forms, their tangents in standard form. Condition of tangency.

Coordinate geometry of three dimensions : Coordinates of a point in space, distance between two points, section formula, Direction cosines and direction ratios, Projection, angle between two intersecting lines.Angle between two planes, Angle between a line and a plane. Distance of a point from a line and a plane.Equations of a line and a plane in different forms, intersection of a line and a plane, coplanar lines.

Sequence and Series : Definition, Infinite geometric series, Arithmetico-geometric series, Exponential and Logarithmic series, Geometric mean between two given numbers, Relation between AM and GM

Vectors : Vectors and scalars,addition of vectors,components of a vector in two dimensions and three dimensional space,scalar and vector products, scalar and vector triple product.

Differential calculus: Concept of limit, limits of polynomial functions, rational functions, trigonometric functions, exponential and logarithmic functions, Continuity of functions, Contuinity and differentiability, Derivative of standard Algebraic and Transcendental functions, Differentiation of trigonometric,inverse trigonometric,logarithmic and exponential functions,Derivative of composite functions, functions in parametric form, Implicit differentiation, Differentiation of the sum, difference, product and quotient of two functions, derivatives of order upto two,Rolle’s and Lagrange’s Mean Value Theorems,Applications of derivatives: Rate of change of quantities, monotonic – increasing and decreasing functions,Maxima and minima of functions of one variable,tangents and normals, Geometrical application of derivatives such as finding tangents and normals to plane curves.

Integral calculus: Standard methods of integration (substitution, by parts, by partial fraction, etc), Integration of rational, irrational functions and trigonometric functions. Definite integrals and properties of definite integrals, Fundamental Theorem of Calculus, Evaluation of definite integrals, determining areas of the regions bounded by simple curves in standard form.

Differential equations : Definition, order, degree of a differential equation, General and particular solution of a differential equation, Formation of a differential equation, Solution of a differential equations by method of separation of variables, Homogeneous differential equations of first order and first degree, Linear differential equations of the form dy/dx +p(x)y = q(x)

Probability and statistics: Measures of Dispersion: Calculation of mean, median, mode of grouped and ungrouped data, calculation of standard deviation, variance and mean deviation for grouped and ungrouped data, Probability: Probability of an event, addition and multiplication theorems of probability, Mutually exclusive events, Independent events, Compound events, Conditional probability, Addition theorem,Baye’s theorem, random variables, probability distribution of a random variate(Binomial distribution only)

B. COMPUTER AWARENESS – 60 Questions

Introduction to Computer: Brief history of Computers, Components of a Computer, Computer related general knowledge, Application of Computers, Classification of Computers, Windows.

Computer Arithmetic: Number System with general base, Number base conversion, Elementary arithmetic operation. Introduction to algorithm and computer languages.

OJEE syllabus for BCAT - There will be two examinations for B.CAT courses: Examination 1 (for Cinematography & Sound Recording and Design.) Examination 2 (for Film Editing).

The syllabus for the entrance examination (examination1) will be same as the Syllabus of the +2 Science (CHSE, Odisha). The syllabus for examination 2 will be English as per CHSE, Odisha, Every day Science, General Knowledge and Aptitude.

For Nursing Program/Courses

Basic B.Sc. Nursing

a. This examination will consist of one question paper of 100 Multiple Choice Questions, each carrying one mark.

b. There will be no negative marks for wrong answers.

c. The syllabus for Common Entrance Test shall include the subjects of Physics, Chemistry, Biology, English of +2 examination course and Aptitude for Nursing.

d. Duration of paper will be of 2 hour & Medium of examination will be English.

The distribution of MCQ’s at the common entrance test are as follows:

Post Basic B.Sc. Nursing

a. The Entrance Examination for Post Basic B.Sc. Nursing course will be conducted through online CBT mode.

b. The syllabus for Common Entrance Test shall include the subjects taught in GNM curriculum.

c. This examination will consist of one question paper of 100 Multiple Choice Questions, each carrying one mark.

d. There will be no negative marks for wrong answers.

e. Duration of paper will be of 2 hour & Medium of examination will be English.

M.Sc. Nursing

a. The Entrance Examination for M.Sc. Nursing course will be conducted through online CBT mode.

b. The syllabus for Common Entrance Test shall include the subjects taught in Basic B.Sc. Nursing/Post Basic B.Sc. Nursing curriculum.

c. This examination will consist of one question paper of 100 Multiple Choice Questions, each carrying one mark.

d. There will be no negative marks for wrong answers.

e. Duration of paper will be of 2 hour & Medium of examination will be English.

Post Basic Diploma Nursing

a. The Entrance Examination for Post Basic Diploma Nursing course will be conducted through online CBT mode.

b. The syllabus for Common Entrance Test shall include the subjects taught in GNM/ Basic Nursing/Post Basic B.Sc. Nursing curriculum.

c. This examination will consist of one question paper of 100 Multiple Choice Questions, each carrying one mark.

d. There will be no negative marks for wrong answers.

e. Duration of paper will be of 2 hour & Medium of examination will be English.

EXAM PATTERN

This section provides details about the OJEE exam pattern, including the type of questions, subjects covered in the test, marking scheme, and total number of questions. The examination will be conducted in Computer-Based Test (CBT) mode.

Examination Procedure / Valuation Methodology:

i) There will be multiple choice type questions.

ii) Each question shall have four answers (including one correct answer) and the examinee shall have to select the appropriate choice of answer in the assigned computer.

iii) The selected answer is stored/ saved temporarily and a candidate may change his/her choice of answer later during the course of examination until it is over.

iv)A candidate can change his/ her choice as per wish as many times as required before the end of examination and the last selected/chosen option will be saved finally for evaluation.

v) Each correct answer will fetch four marks. For each incorrect answer, one mark will be deducted. No mark will be awarded/deducted for un-attempted questions.

vi) If any candidate has not attempted at least one question and has not selected its answer circle in computer, then his/her candidature will summarily be rejected. No rank will be awarded to such applicants submitting blank answer.

Subjects, Number of Questions and Duration of Examination for Different Courses

For Nursing Program/Courses

Basic B.Sc. Nursing

a. This examination will consist of one question paper of 100 Multiple Choice Questions, each carrying one mark.

b. There will be no negative marks for wrong answers.

c. The syllabus for Common Entrance Test shall include the subjects of Physics, Chemistry, Biology, English of +2 examination course and Aptitude for Nursing.

d. Duration of paper will be of 2 hour & Medium of examination will be English.

The distribution of MCQ’s at the common entrance test are as follows:

EXAM PATTERN

This section provides details about the OJEE exam pattern, including the type of questions, subjects covered in the test, marking scheme, and total number of questions. The examination will be conducted in Computer-Based Test (CBT) mode.

Examination Procedure / Valuation Methodology:

i) There will be multiple choice type questions.

ii) Each question shall have four answers (including one correct answer) and the examinee shall have to select the appropriate choice of answer in the assigned computer.

iii) The selected answer is stored/ saved temporarily and a candidate may change his/her choice of answer later during the course of examination until it is over.

iv)A candidate can change his/ her choice as per wish as many times as required before the end of examination and the last selected/chosen option will be saved finally for evaluation.

v) Each correct answer will fetch four marks. For each incorrect answer, one mark will be deducted. No mark will be awarded/deducted for un-attempted questions.

vi) If any candidate has not attempted at least one question and has not selected its answer circle in computer, then his/her candidature will summarily be rejected. No rank will be awarded to such applicants submitting blank answer.

Subjects, Number of Questions and Duration of Examination for Different Courses

For Nursing Program/Courses

Basic B.Sc. Nursing

a. This examination will consist of one question paper of 100 Multiple Choice Questions, each carrying one mark.

b. There will be no negative marks for wrong answers.

c. The syllabus for Common Entrance Test shall include the subjects of Physics, Chemistry, Biology, English of +2 examination course and Aptitude for Nursing.

d. Duration of paper will be of 2 hour & Medium of examination will be English.

The distribution of MCQ’s at the common entrance test are as follows:

Post Basic B.Sc. Nursing

a. The Entrance Examination for Post Basic B.Sc. Nursing course will be conducted through online CBT mode.

b. The syllabus for Common Entrance Test shall include the subjects taught in GNM curriculum.

c. This examination will consist of one question paper of 100 Multiple Choice Questions, each carrying one mark.

d. There will be no negative marks for wrong answers.

e. Duration of paper will be of 2 hour & Medium of examination will be English.

M.Sc. Nursing

a. The Entrance Examination for M.Sc. Nursing course will be conducted through online CBT mode.

b. The syllabus for Common Entrance Test shall include the subjects taught in Basic B.Sc. Nursing/Post Basic B.Sc. Nursing curriculum.

c. This examination will consist of one question paper of 100 Multiple Choice Questions, each carrying one mark.

d. There will be no negative marks for wrong answers.

e. Duration of paper will be of 2 hour & Medium of examination will be English.

Post Basic Diploma Nursing

a. The Entrance Examination for Post Basic Diploma Nursing course will be conducted through online CBT mode.

b. The syllabus for Common Entrance Test shall include the subjects taught in GNM/ Basic Nursing/Post Basic B.Sc. Nursing curriculum.

c. This examination will consist of one question paper of 100 Multiple Choice Questions, each carrying one mark.

d. There will be no negative marks for wrong answers.

e. Duration of paper will be of 2 hour & Medium of examination will be English.

ELIGIBILITY CRITERIA

The OJEE 2026 eligibility criteria outline the requirements that candidates must meet to appear for the examination. OJEE 2026 scores are accepted by over 40 top B-schools across the country. These eligibility conditions are set by the OJEE Cell, the official exam conducting authority. The basic requirement to appear for OJEE 2026 is a graduate degree. Candidates planning to apply for the exam should carefully review the eligibility criteria before submitting their application.

For admission to colleges under Odisha State Category (S- Category), one has to satisfy at least one of the following three criteria:

(a) The candidate must have passed/appeared 10+2 examination from any of the recognized institutions in the State of Odisha for taking admission into Bachelor’s Degree Programs. The candidate must have passed/ appeared +3 Sc /B.Sc./BCA/ B.Tech/ B.Pharm/ B.Arch Bachelor degree from any of the recognized institutions in the State of Odisha for taking admission into Masters Degree Programs.

OR

(b) Parents of the candidate should be natives of Odisha. To claim benefit under this criteria, a candidate shall have to furnish at the time of document verification, a “resident/ nativity certificate”, in prescribed form as per online service available in Revenue Department of Odisha and must be issued by Revenue Officer not below the rank of Tahsildar of the area to which his/ her parents belong as native.

OR

(c) Sons/ daughters/ spouses of the employees of Government of Odisha/ Govt. of India / Govt. of Odisha Undertakings / Govt. of India undertakings, serving in the State of Odisha at the time of application. To claim the benefits under this criteria, candidate has to submit a certificate from the employer of his/her parents/spouse in the prescribed form at the time of document verification. 

Candidates belonging to ‘S category’ will be eligible for admission, on the basis of their rank in the merit list, in the Government & Private colleges and for the courses of lateral entry (LE). Outside state candidates (ZZ) will be considered only for admission in Private colleges.

REQUIREMENT OF SUBJECTS AND MINIMUM MARKS FOR ADMISSION TO DIFFERENT COURSES

ELIGIBILITY CRITERIA

The OJEE 2026 eligibility criteria outline the requirements that candidates must meet to appear for the examination. OJEE 2026 scores are accepted by over 40 top B-schools across the country. These eligibility conditions are set by the OJEE Cell, the official exam conducting authority. The basic requirement to appear for OJEE 2026 is a graduate degree. Candidates planning to apply for the exam should carefully review the eligibility criteria before submitting their application.

For admission to colleges under Odisha State Category (S- Category), one has to satisfy at least one of the following three criteria:

(a) The candidate must have passed/appeared 10+2 examination from any of the recognized institutions in the State of Odisha for taking admission into Bachelor’s Degree Programs. The candidate must have passed/ appeared +3 Sc /B.Sc./BCA/ B.Tech/ B.Pharm/ B.Arch Bachelor degree from any of the recognized institutions in the State of Odisha for taking admission into Masters Degree Programs.

OR

(b) Parents of the candidate should be natives of Odisha. To claim benefit under this criteria, a candidate shall have to furnish at the time of document verification, a “resident/ nativity certificate”, in prescribed form as per online service available in Revenue Department of Odisha and must be issued by Revenue Officer not below the rank of Tahsildar of the area to which his/ her parents belong as native.

OR

(c) Sons/ daughters/ spouses of the employees of Government of Odisha/ Govt. of India / Govt. of Odisha Undertakings / Govt. of India undertakings, serving in the State of Odisha at the time of application. To claim the benefits under this criteria, candidate has to submit a certificate from the employer of his/her parents/spouse in the prescribed form at the time of document verification. 

Candidates belonging to ‘S category’ will be eligible for admission, on the basis of their rank in the merit list, in the Government & Private colleges and for the courses of lateral entry (LE). Outside state candidates (ZZ) will be considered only for admission in Private colleges.

REQUIREMENT OF SUBJECTS AND MINIMUM MARKS FOR ADMISSION TO DIFFERENT COURSES

ELIGIBILITY AND RESERVATION POLICIES FOR BASIC B.Sc NURSING, POST BASIC B.Sc. NURSING, M.Sc NURSING & POST BASIC DIPLOMA NURSING

a. Basic BSc.

1. The candidates must be minimum 17 years of age.

2. The candidates must have passed 10+2 or equivalent examination with science or vocational (Physics, Chemistry & Biology) from CHSE, Odisha or any other Board or Council or University equivalent thereof.

3. The candidates passed 10+2 examination in Science (Physics, Chemistry & Biology), conducted by National Institute of Open School are also eligible to apply.

4. The candidates must have passed in the subject of PCB & English individually and must have obtained a minimum of 45% marks taken together in PCB at the qualifying examination i.e. (10+2). In case of candidates belonging to SC/ST, the marks obtained in PCB taken together in qualifying examination shall be 40%. English is a compulsory subject in 10+2 for being eligible for admission to B.Sc. Nursing Course.

5. The candidates must have passed minimum M.E standard Odia.

6. The candidates must be a Domicile of Odisha /permanent resident of Odisha /native of Odisha.

7. Both female / male candidates are eligible to apply.

b. Post Basic B Sc.

1. The candidate must be a domicile of Odisha /permanent resident of Odisha /native of Odisha.

2. The candidate must be a Registered Nurse and Registered Midwife of ONMRC or equivalent to any other state nursing council.

3. The minimum educational requirements shall be the passing of General Nursing & Midwifery examination conducted by ON&MEB Odisha or  equivalent thereof.

4. A candidate if has registered his/her name in other State Nursing Council, will be allowed to participate in the state selection process and after admission the selected candidate have to get registered under ONMRC and submit their reciprocal registration certificate at the respective college within three months from the last date of admission.

5. In case the selected candidate fails to produce the reciprocal registration certificate within the stipulated period the necessary action as deemed fit will be taken by the State Nursing Selection Committee, Odisha.

6. Candidate shall be medically fit for the course.

7. The in-service candidates must have obtained a “No objection Certificate” from concerned appointing authority. If any candidate is unable to get their No Objection Certificate from the concerned appointing authority on or before last date of submission of online application form, he/she can upload the copy of the application submitted to the authority for issue of No Objection Certificate. But if the candidate does not obtain the NOC at the time of reporting in institutions the admission shall be rejected and the seat will be treated as vacant for special round counseling.

8. The Candidates must have passed minimum M.E standard Odia. (Only for Govt. Institutions & 85% Govt. quota seats in Private Institutions).

9. Both Male & Female candidates are eligible to apply.

c. M. Sc.

1. The candidates must be a Domicile of Odisha /permanent resident of Odisha / native of Odisha (Applicable for candidates taking admission in Govt. counseling only).

2. The candidate must be a Registered Nurse and Registered Midwife of ONMRC or equivalent of any other state nursing council.

3. The minimum educational requirements shall be B.Sc. Nursing / Post Basic B.Sc. Nursing with minimum 55% aggregate marks from the institution recognized by the INC/ONMRC.

4. In case of candidates belonging to SC/ST, the minimum educational requirements shall be B.Sc. Nursing / Post Basic B.Sc. Nursing with minimum 50% aggregate marks from the institution recognized by INC/ONMRC.

5. In case a candidate has registered his/her name in other State Nursing Council, will be allowed to participate in the state selection process and after admission the selected candidates have to get registered under ONMRC and submit their reciprocal registration certificate at the respective college within three months from the last date of admission.

6. In case the selected candidate fails to produce the reciprocal registration certificate within the stipulated period action as deemed fit will be taken by the State Nursing Selection Committee, Odisha.

7. The candidate must have minimum one year of work experience after Basic B.Sc. Nursing or one year work experience prior or after post Basic B.Sc. nursing.

8. One year of “Work experience” either in teaching or clinical field or together will be taken into consideration.

9. Candidate shall be medically fit for the course.

10. Candidate must have passed minimum M.E standard Odia (Only for Govt. ns and 85% Govt. quota seats in private institutions.).

11. Both Female and Male candidates are eligible to apply.

12. The in-service candidates must have obtained a “No objection Certificate” from concerned appointing authority. If any candidate is unable to get their No Objection Certificate from the concerned appointing authority on or before last date of submission of online application form, he/she can upload the copy of the application submitted to the authority for issue of No Objection Certificate. But if the candidate does not obtain the NOC at the time of reporting in institutions the admission shall be rejected and the seat will be treated as vacant for special round counseling.

d. Post Basic Diploma

1.The candidate must be a domicile of Odisha /permanent resident of Odisha / native of Odisha (Applicable for candidates taking admission in Govt. counseling only).

2. The candidate must be a Registered Nurse and Registered Midwife of ONMRC or equivalent to any other state nursing council. The registration certificate must be issued from ONMRC or equivalent to any other state nursing council on or before last date of submission of application form.

3. The minimum educational requirements shall be the passing of General Nursing & Midwifery examination conducted by ON&MEB Odisha or equivalent thereof and Basic/ Post Basic B.Sc. (N) conducted by University of Odisha or equivalent thereof.

4. A candidate if has registered his/her name in other State Nursing Council, will be allowed to participate in the state selection process and after admission the selected candidates have to get registered under ONMRC and submit their reciprocal registration certificate at the respective college within three months from the last date of admission.

5. In case the selected candidate fails to produce the reciprocal registration certificate within the stipulated period the necessary action will be taken by the State Nursing Selection Committee, Odisha.

6. The candidate must have one-year clinical experience as a staff Nurse/Nursing officer from the date of joining after registration from the concerned State Nursing Council to last date of submission of application form.

7. Candidate shall be medically fit for the course.

8. The in-service candidates must have obtained a “No objection Certificate” from concerned appointing authority. If any candidate is unable to get their No Objection Certificate from the concerned appointing authority on or before last date of submission of online application form, he/she can upload the copy of the application submitted to the authority for issue of No Objection Certificate. But if the candidate does not obtain the NOC at the time of reporting in institutions the admission shall be rejected and the seat will be treated as vacant for special round counseling.

9. The Candidates must have passed minimum M.E standard Odia. (Only for Govt. Institutions & 85% Govt. quota seats in Private Institutions).

10. Both Male & Female candidates are eligible to apply.

IMPORTANT DATES

The official conducting body, OJEE, will publish the complete OJEE 2026 examination schedule on its official website. As per previous years’ trends, the tentative dates for OJEE 2026 are given below:

EXAM ANALYSIS

Here is the exam analysis for the upcoming OJEE 2026, based on the most recent exam cycle. This overview includes the previous exam date, exact shifts, exam pattern, difficulty level, cutoff trends, and expectations for 2026.

OJEE Exam 2026 Analysis (Based on Previous Year)

When the Last OJEE Exam Was Conducted

The most recent cycle, OJEE 2025, was conducted by the Odisha Joint Entrance Examination Committee for admission to various professional courses such as MBA, MCA, M.Tech, B.Pharm, and lateral entry B.Tech programs in Odisha.

The exam was conducted over multiple days:

Exam dates:
2 May 2025 – 12 May 2025

The exam was conducted in Computer-Based Test (CBT) mode at different centers across the state.

Exact Date, Time, and Shift Details (Previous Exam)

Because thousands of candidates appear for different programs, the exam is conducted in three shifts every day.

Morning Shift
8:30 AM – 10:30 AM

Afternoon Shift
12:30 PM – 2:30 PM

Evening Shift
4:30 PM – 6:30 PM

Each session usually lasts 2 hours, and the exam schedule varies depending on the course selected (MBA, MCA, M.Tech, etc.).

Expected OJEE 2026 Exam Schedule

Based on official announcements and previous trends:

Expected exam window
May 2026

Recent updates indicate the exam may be conducted around 11–17 May 2026 in CBT mode.

Expected timeline:

Application start
January 2026

Last date to apply
March 2026

Admit card release
April 2026

Result declaration
June 2026.

OJEE Exam Pattern

The exam pattern varies slightly by course, but the general format is similar.

Mode
Computer-Based Test

Duration
2 hours

Question type
Multiple Choice Questions

Marking scheme
+4 marks for correct answer
?1 mark for incorrect answer (negative marking applies).

Section-Wise Pattern (Example: MBA Paper)

Quantitative Techniques
30 questions

Logical & Analytical Reasoning
30 questions

Verbal Reasoning and Reading Comprehension
30 questions

General Awareness & Business Fundamentals
30 questions

Total
120 questions.

Difficulty Level of the Previous Exam

Based on exam analysis and candidate feedback, the overall difficulty level of OJEE 2025 was moderate.

Section-wise observations:

Quantitative Techniques
Moderate and calculation-based

Logical Reasoning
Easy to moderate

Verbal Reasoning and Comprehension
Moderate with RC passages

General Awareness
Easy and mostly current affairs based

Students generally found Quantitative questions slightly time-consuming, while reasoning and GK sections were comparatively easier.

Good Attempts in the Exam

Because the exam includes negative marking, candidates attempt questions carefully.

Typical good attempt range
80 – 95 questions (for MBA paper)

Accuracy plays a crucial role in achieving a high rank.

Expected Cutoff Trends

Cutoffs vary depending on:

Exam difficulty
Number of candidates
Course demand

Approximate score trend for MBA programs:

Score 90+
Top percentile range

Score 75 – 85
Good rank

Score 60 – 70
Average rank

Top institutes in Odisha generally require higher scores and percentiles.Participation Trends

Every year 50,000+ candidates appear for the OJEE exam across different programs.

The exam serves as a major gateway for admission to engineering, management, pharmacy, and technical courses in Odisha universities and colleges.

What to Expect in OJEE 2026

Based on previous trends, the OJEE 2026 exam structure is expected to remain similar.

Key expectations:

Computer-based exam
2-hour duration
Multiple shifts per day
Negative marking continues
Moderate difficulty level

Candidates should focus on conceptual understanding, reasoning skills, and time management.

Preparation Strategy for OJEE 2026

To perform well in the exam:

Practice previous year OJEE question papers
Strengthen quantitative aptitude and logical reasoning
Revise current affairs and business awareness
Take regular mock tests to improve speed and accuracy.

STUDY TIPS

To prepare effectively for OJEE 2025, follow a disciplined study timetable, give extra attention to weaker topics, and strengthen conceptual understanding using trusted resources such as NCERT and R.S. Aggarwal. Regularly practice previous years’ question papers and mock tests to improve time management, speed, and accuracy. Make sure to revise consistently, take short breaks to avoid burnout, and build confidence through steady practice.

1- Know the syllabus :- Familiarise yourself with the syllabus carefully as it plays a vital role in letting you know the important topics that carry maximum weightage. Once you are familiar with the syllabus, it will become much easier for you to understand how to prepare for JEE Main exam and plan your preparations further.

2- Make a realistic Time Table & Follow it rigorously :-The first step to success is a well-structured plan. Creating a realistic timetable will help you decide when and how much you should study in a day. Once you are done with preparing your timetable, make sure to stick to it. Divide the syllabus into equal sections and then prioritise the important topics. Set smaller and achievable goals like finishing studying a concept of chemistry in an hour- this will help you be on track, stay focused, and automatically fight any distractions. 

3- Self Study is Important :- Self-study gives you a deeper understanding of the topic and generates doubts that can be clarified later. This is better than studying the entire syllabus a night before the exam and ending up with many more questions than answers.

4- Be Aware of the exam pattern :- It is good to have your exam format in your mind everytime, it helps to cover all the sections and prepare accordingly.

5- Learn to manage your time effectively :- While preparing for any competitive examination, you must maintain a balance between studies and other things. No matter how much effort you put in to prepare for the exam, if you don’t know how to utilise your time effectively and wisely, you will never be able to complete your syllabus on time.

6- Use of NCERT :- Always prefer quality over quantity. If you refer to too many books, it may lead to confusion, and you will end up losing your confidence. Always start with the NCERT books as these include all the essential concepts and formulas.

7- Choose the Right Books to Study :- Studying from the correct books holds a lot of significance since students cannot afford to waste their time preparing for inappropriate books or study material.

8- Solve Previous Year Papers & Mock Test :- Solving previous exam papers enhances you speed and accuracy to solve time-consuming questions. Besides, such test papers provide you with insights on what types of questions that might come in the exam, the difficulty level of those questions, and will boost your confidence. Taking mock tests regularly will help you identify your weak spots and optimise your study schedule and circumvent distractions. There are a lot of websites that offer free/paid mock tests for your target examination.

9- Always be curious to learn :- Never hesitate to ask questions from your teachers or peers whenever you feel stuck at solving a problem and get your doubts cleared then and there. If you find anything complicated, ask again and again. Asking questions will help you widen your knowledge and solve similar complex problems. Remember, you cannot solve problems if you just focus on mugging concepts.

10- Revise as much as you can :- The regular revision will increase your knowledge, retention, and understanding of the subject in the best way. It will give you momentum that will help you avoid forgetting the topics in the exam. Revise important concepts that you might have studied a while ago at least once in two weeks.

11- Have a positive attitude :- Having a positive attitude throughout the preparation period is important.  Taking too much stress will also lead to a bad result and non-satisfactory performance in the exam.

STUDY PLAN

6 - Month Study Plan

Month 1: Understand the OJEE exam pattern and syllabus, and start with basic concepts of all subjects.

Month 2: Strengthen core topics and continue concept building with regular practice questions.

Month 3: Complete the remaining syllabus and focus on topic-wise problem solving.

Month 4: Revise completed topics and begin solving previous years’ OJEE question papers.

Month 5: Focus on full syllabus revision and identify weak areas through mock tests.

Month 6: Attempt full-length mock tests regularly and improve speed and accuracy.

Analyze mock test results after each test to avoid repeating mistakes.

Revise formulas, shortcuts, and important concepts daily.

Maintain a consistent study routine with balanced time for each subject.

3 - Month Study Plan

Month 1: Understand the OJEE exam pattern and syllabus, and revise basic concepts of all subjects. Focus on strengthening core topics with daily practice questions.

Month 2: Complete the remaining syllabus and start solving topic-wise questions. Practice previous years’ OJEE question papers regularly.

Month 3: Revise the entire syllabus thoroughly and concentrate on weak areas. Attempt full-length mock tests to improve time management.

Analyze each mock test carefully to identify and correct mistakes.

Revise formulas, shortcuts, and key concepts daily.

Maintain a disciplined study routine with balanced subject coverage.

1- Month Study Plan

Week 1: Revise basic concepts of all subjects and focus on high-weightage topics. Strengthen fundamentals using short notes and standard books.

Week 2: Solve previous years’ OJEE question papers and topic-wise practice questions. Identify weak areas and revise them thoroughly.

Week 3: Attempt full-length mock tests regularly under exam conditions. Analyze mock test performance to improve accuracy and speed.

Week 4: Revise formulas, shortcuts, and important concepts daily. Practice sample papers and focus on time management.

Avoid learning new topics in the final days before the exam.

Stay calm, maintain a healthy routine, and revise short notes consistently.

STUDY TIPS

To prepare effectively for OJEE 2025, follow a disciplined study timetable, give extra attention to weaker topics, and strengthen conceptual understanding using trusted resources such as NCERT and R.S. Aggarwal. Regularly practice previous years’ question papers and mock tests to improve time management, speed, and accuracy. Make sure to revise consistently, take short breaks to avoid burnout, and build confidence through steady practice.

1- Know the syllabus :- Familiarise yourself with the syllabus carefully as it plays a vital role in letting you know the important topics that carry maximum weightage. Once you are familiar with the syllabus, it will become much easier for you to understand how to prepare for JEE Main exam and plan your preparations further.

2- Make a realistic Time Table & Follow it rigorously :-The first step to success is a well-structured plan. Creating a realistic timetable will help you decide when and how much you should study in a day. Once you are done with preparing your timetable, make sure to stick to it. Divide the syllabus into equal sections and then prioritise the important topics. Set smaller and achievable goals like finishing studying a concept of chemistry in an hour- this will help you be on track, stay focused, and automatically fight any distractions. 

3- Self Study is Important :- Self-study gives you a deeper understanding of the topic and generates doubts that can be clarified later. This is better than studying the entire syllabus a night before the exam and ending up with many more questions than answers.

4- Be Aware of the exam pattern :- It is good to have your exam format in your mind everytime, it helps to cover all the sections and prepare accordingly.

5- Learn to manage your time effectively :- While preparing for any competitive examination, you must maintain a balance between studies and other things. No matter how much effort you put in to prepare for the exam, if you don’t know how to utilise your time effectively and wisely, you will never be able to complete your syllabus on time.

6- Use of NCERT :- Always prefer quality over quantity. If you refer to too many books, it may lead to confusion, and you will end up losing your confidence. Always start with the NCERT books as these include all the essential concepts and formulas.

7- Choose the Right Books to Study :- Studying from the correct books holds a lot of significance since students cannot afford to waste their time preparing for inappropriate books or study material.

8- Solve Previous Year Papers & Mock Test :- Solving previous exam papers enhances you speed and accuracy to solve time-consuming questions. Besides, such test papers provide you with insights on what types of questions that might come in the exam, the difficulty level of those questions, and will boost your confidence. Taking mock tests regularly will help you identify your weak spots and optimise your study schedule and circumvent distractions. There are a lot of websites that offer free/paid mock tests for your target examination.

9- Always be curious to learn :- Never hesitate to ask questions from your teachers or peers whenever you feel stuck at solving a problem and get your doubts cleared then and there. If you find anything complicated, ask again and again. Asking questions will help you widen your knowledge and solve similar complex problems. Remember, you cannot solve problems if you just focus on mugging concepts.

10- Revise as much as you can :- The regular revision will increase your knowledge, retention, and understanding of the subject in the best way. It will give you momentum that will help you avoid forgetting the topics in the exam. Revise important concepts that you might have studied a while ago at least once in two weeks.

11- Have a positive attitude :- Having a positive attitude throughout the preparation period is important.  Taking too much stress will also lead to a bad result and non-satisfactory performance in the exam.

STUDY PLAN

6 - Month Study Plan

Month 1: Understand the OJEE exam pattern and syllabus, and start with basic concepts of all subjects.

Month 2: Strengthen core topics and continue concept building with regular practice questions.

Month 3: Complete the remaining syllabus and focus on topic-wise problem solving.

Month 4: Revise completed topics and begin solving previous years’ OJEE question papers.

Month 5: Focus on full syllabus revision and identify weak areas through mock tests.

Month 6: Attempt full-length mock tests regularly and improve speed and accuracy.

Analyze mock test results after each test to avoid repeating mistakes.

Revise formulas, shortcuts, and important concepts daily.

Maintain a consistent study routine with balanced time for each subject.

3 - Month Study Plan

Month 1: Understand the OJEE exam pattern and syllabus, and revise basic concepts of all subjects. Focus on strengthening core topics with daily practice questions.

Month 2: Complete the remaining syllabus and start solving topic-wise questions. Practice previous years’ OJEE question papers regularly.

Month 3: Revise the entire syllabus thoroughly and concentrate on weak areas. Attempt full-length mock tests to improve time management.

Analyze each mock test carefully to identify and correct mistakes.

Revise formulas, shortcuts, and key concepts daily.

Maintain a disciplined study routine with balanced subject coverage.

1- Month Study Plan

Week 1: Revise basic concepts of all subjects and focus on high-weightage topics. Strengthen fundamentals using short notes and standard books.

Week 2: Solve previous years’ OJEE question papers and topic-wise practice questions. Identify weak areas and revise them thoroughly.

Week 3: Attempt full-length mock tests regularly under exam conditions. Analyze mock test performance to improve accuracy and speed.

Week 4: Revise formulas, shortcuts, and important concepts daily. Practice sample papers and focus on time management.

Avoid learning new topics in the final days before the exam.

Stay calm, maintain a healthy routine, and revise short notes consistently.

OVERVIEW

The Odisha Joint Entrance Examination (OJEE) is a state-level entrance test conducted by the OJEE Committee. It is held every year for admission into various undergraduate and postgraduate professional courses in colleges across Odisha. OJEE offers admission to a wide range of courses, including B.Tech (Lateral Entry), MBA, MCA, M.Tech, M.Pharm, M.Arch, M.Plan, B.Pharm, B.CAT, and Integrated MBA programs. It mainly covers courses in engineering, management, pharmacy, architecture, and computer applications. The exam is conducted in Computer-Based Test (CBT) mode. Eligibility depends on the course selected. For undergraduate lateral entry or B.Pharm, candidates must have passed 10+2 or diploma courses. For postgraduate courses like MBA or M.Tech, a graduation degree in the relevant field is required. OJEE plays a crucial role in offering access to state-affiliated private and government colleges in Odisha. It ensures a fair and transparent selection process for thousands of students seeking professional education within the state.

SELECTION PROCESS

The OJEE (Odisha Joint Entrance Examination) selection process for admission to various undergraduate and postgraduate professional courses in Odisha (for the 2026 session) is managed by the OJEE Committee. It varies slightly depending on the course, but generally follows these key steps based on the official guidelines.

Entrance Exam / Qualification

For most courses (e.g., B.Pharm, Lateral Entry to B.Tech/B.Pharm, MBA, MCA, M.Tech, M.Pharm, M.Arch, M.Plan, Integrated MBA, M.Sc. Computer Science, various Nursing programs, B.CAT), candidates must appear in and qualify the OJEE 2026 entrance exam (conducted as a Computer-Based Test in May 2026).

For B.Tech, B.Arch, B.Plan (first year): Admission is based on JEE Main 2026 ranks (for Odisha state candidates).

For MBBS/BDS, BAMS/BHMS: Based on NEET (UG) 2026 ranks.

GATE/GPAT qualified candidates can directly participate in counselling for relevant PG courses (no need to appear in OJEE).

Merit lists/ranks are prepared based on the entrance exam scores.

Counselling and Seat Allotment Process

The selection and final admission happen through centralized web-based counselling (e-counselling) after the results are declared. Only merit-listed/qualified candidates can participate.

Key steps in the OJEE counselling process

Registration: Eligible candidates register online on the official portal (ojee.nic.in or the dedicated counselling site), pay the counselling fee (typically around ?450 or as specified), and fill in their profile details (including category, domicile, reservations like SC/ST/EWS/PC/ES/TFW, etc.).

Choice Filling and Locking: Candidates fill and lock their preferred colleges and courses in order of preference. Mock allotments may be provided for practice.

Seat Allotment: Seats are allotted in multiple rounds based on rank/merit, choices filled, availability, and reservation rules. Results are published online (provisional allotment letter downloadable).

Options After Allotment: Candidates can choose Freeze (accept the seat permanently) or Float (accept but seek upgrade in next rounds). They pay a seat acceptance/part admission fee (e.g., ?10,000 for general, ?5,000 for reserved categories, or as per rules) online.

Document Upload and Verification: Upload required documents (e.g., rank card, marksheets, category certificates). Documents are verified online or by authorities; queries may be raised if needed.

Reporting and Final Admission: If allotted and confirmed, report to the allotted institute with originals for physical verification and complete admission formalities.

Multiple rounds of counselling are conducted to fill vacant seats (including special/spot rounds if required). Upgradation is possible in subsequent rounds for those who opt for Float.

Important Notes

1. The process is fully online; no offline mode.

2. One candidate can submit only one application (but can select multiple courses if eligible).

3. Reservations apply as per Odisha government rules (e.g., SC/ST/EWS/PC, Green Card, Tuition Fee Waiver, etc.).

For the latest exact dates, detailed steps, fees, and brochures, always refer to the official websites: ojee.nic.in or odishajee.com. The OJEE 2026 Information Brochure contains full details on eligibility, syllabus, and process.