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The Kalinga Institute of Industrial Technology offers the KIITEE 2025 syllabus on its official website. Candidates preparing for the exam should review the KIITEE 2025 syllabus, which includes key topics and chapters that will be covered in the test. The KIITEE, or Kalinga Institute of Industrial Technology Entrance Examination, is conducted by the Kalinga Institute of Industrial Technology. This entrance exam is used to offer admission to a range of undergraduate and postgraduate programs, including BTech, BTech & MTech Dual Degree, BTech & MBA Dual Degree, MBBS, BDS, BSc Nursing, Biotechnology (Dual Degree – 5 Years), Bachelor of Architecture (BArch), BA LLB, BBA LLB, BSc LLB, BBA, and Integrated MCA.
The syllabus is thoughtfully designed to assess a candidate’s readiness for various programs and courses offered by KIIT University, ensuring that students are well-prepared to meet the academic challenges ahead. Based on their marks in the examination, admission will be provided to the candidates in their aspiring programs.
Candidates preparing for the KIITEE 2025 should thoroughly review every topic included in the exam syllabus to ensure a strategic and systematic approach. It’s advisable to start with smaller units and progressively tackle larger sections of the syllabus. , referring to previous years’ question papers can be beneficial for preparation. For further information about the KIITEE 2025 syllabus, candidates can consult the article provided below.
KIITEE 2025 Syllabus
The KIITEE Syllabus for 2025 will be available on the official website (https://kiitee.kiit.ac.in/). Candidates should review the subject-wise syllabus before starting their preparation to devise effective strategies for achieving high scores. The detailed KIITEE 2025 syllabus will be released alongside the official exam notification.
Applicants can find an overview of the KIITEE 2025 syllabus on the official website and are encouraged to study it thoroughly to improve their exam performance. The syllabus is divided into sections including Mathematics, English, Analytical Ability, and General Knowledge.
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Download KIITEE Syllabus: Subeject Wise PDF
| Program | Duration | Download PDF Links |
| B. TECH. (4 years) / B.Sc Computer Science (3 years) | 3-4 years | Download PDF |
| B.Sc Nursing | 4 years | Download PDF |
| Biotechnology – Dual Degree (B.Tech & M.Tech) | 5 years | Download PDF |
| BBA, BCA, BA. LLB/BBA. LLB/B.Sc. LLB/ BFD / BFTP / Master of Communication & Journalism | Varies | Download PDF |
| B. TECH. (LE) (3 years) | 3 years | Download PDF |
| MCA (2 years) / M.Sc (Computer Science) | 2 years | Download PDF |
| M. TECH. (2 years) | 2 years | Download PDF |
| M. SC. (BIOTECHNOLOGY) & M. SC. (MICROBIOLOGY) | 2 years | Download PDF |
| LLM | Varies | Download PDF |
| Ph.D | Varies | Download PDF |
KIITEE Syllabus 2025 Section-Wise
The KIITEE 2025 syllabus for BTech is available on the official website and includes topics from Physics, Chemistry, and Mathematics, each section featuring 40 questions. For candidates seeking admission to the BTech Biotechnology program, the syllabus also includes an additional subject, Biology, which also has 40 questions. For further details, please refer to the table below.
KIITEE 2025 Syllabus for BTech: Physics
| Units | Physics Topics |
| Units and Measurement | Units for measurement, system of units (S.I.), fundamental and derived units. Dimensions and their applications. |
| Description of Motion in One Dimension | Motion in a straight line, uniform and non-uniform motion, graphical representation. Uniformly accelerated motion and its applications. |
| Description of Motion in Two and Three Dimensions | Scalars and vectors, vector addition, zero vector and its properties. Resolution of vectors, scalar and vector products, uniform circular motion, projectile motion. |
| Laws of Motion | Force and inertia, Newton’s Laws of Motion. Conservation of linear momentum, rocket propulsion, friction and its laws. |
| Work, Energy and Power | Concepts of work, energy, and power. Kinetic and potential energy, conservation of energy, elastic collisions. |
| Rotational Motion and Moment of Inertia | Centre of mass of a two-particle system and a rigid body. Rotational motion, torque, angular momentum, moment of inertia, parallel and perpendicular axes theorem. |
| Gravitation | Acceleration due to gravity, motion under gravity. Universal law of gravitation, Kepler’s laws, geostationary satellites, gravitational potential energy. |
| Solids and Fluids | Inter-atomic and inter-molecular forces, states of matter. Solids: Elastic properties, Hook’s law, Young’s modulus. Liquids: Cohesion, adhesion, surface tension, Bernoulli’s theorem, viscosity, Stoke’s Law. |
| Oscillations | Periodic motion, simple harmonic motion, energy in S.H.M. Oscillations of a spring and simple pendulum. |
| Waves | Wave motion, speed of waves, longitudinal and transverse waves. Superposition, progressive and standing waves, resonance, Doppler effects. |
| Heat and Thermodynamics | Thermal expansion, specific heats, first and second laws of thermodynamics. Carnot cycle, efficiency of heat engines. |
| Transference of Heat | Modes of heat transfer, thermal conductivity. Black body radiation, Kirchoff’s Law, Wien’s law, Stefan’s law, Newton’s law of cooling. |
| Electrostatics | Electric charge, Coulomb’s law, dielectric constant. Electric field, Gauss’s theorem, electric potential, capacitance. |
| Current Electricity | Electric current, sources of energy, Ohm’s law, Kirchoff’s law. Wheatstone Bridge, potentiometer. |
| Thermal and Chemical Effects of Currents | Heating effects of current, electric power, Seeback effect, thermocouples. Chemical effects of current, Faraday’s laws of electrolysis. |
| Magnetic Effects of Currents | Oersted’s experiment, magnetic field due to wires, Lorentz force. Force on currents, moving coil galvanometer. |
| Magneto Statics | Bar magnet, magnetic field, torque on a bar magnet. Earth’s magnetic field, para-, dia-, and ferro-magnetism. |
| Electromagnetic Induction and Alternating Currents | Induced e.m.f., Faraday’s Law, Lenz’s Law. Alternating currents, impedance, power in a.c. circuits, transformers. |
| Ray Optics | Reflection and refraction, total internal reflection, optical fibers. Lens formula, magnification, resolving power, microscopes, telescopes. |
| Wave Optics | Wave nature of light, interference, Young’s double slit experiment. Diffraction due to a single slit, elementary polarization. |
| Electromagnetic Waves | Characteristics of electromagnetic waves, spectrum from gamma to radio waves. Propagation of EM waves in the atmosphere. |
| Electron and Photons | Charge on an electron, e/m for an electron, photoelectric effect. |
| Atoms, Molecules, and Nuclei | Alpha particles scattering experiment, radioactivity. Properties of alpha, beta, gamma particles, radioactive decay, nuclear fission and fusion. |
| Solids and Semiconductor Devices | Energy bands in solids, conductors, insulators, semiconductors. PN junction, diodes, transistors, rectifiers, amplifiers. |
KIITEE Syllabus 2025 for BTech: Chemistry
| Unit | Topics |
| Unit 1: Some Basic Concepts | Measurement in chemistry, Laws of chemical combination, Atomic Mass, Molecular Mass, mole concept, Chemical equation, stoichiometry. |
| Unit 2: States of Matter | Gaseous state, Boyle’s Law, Charle’s Law, Avogadro’s hypothesis, ideal gas equation, Dalton’s law of partial pressures, Kinetic molecular theory, solid state, liquid state. |
| Unit 3: Atomic Structure | Constituents of the atom, Rutherford model, atomic spectra, Bohr’s model, Dual nature of matter, de-Broglie relation, Quantum Mechanical Model, Orbitals, Quantum numbers, Aufbau principle, Pauli Exclusion principle, Hund’s Rule. |
| Unit 4: Solutions | Types of solutions, Units of concentration, Vapour-pressure, Raoult’s law, Colligative properties, Non-ideal solutions. |
| Unit 5: Chemical Energetics and Thermodynamics | Energy changes, Internal energy, Enthalpy, Hess’s Law, Enthalpy of reactions, Sources of energy, First and Second law of thermodynamics, Gibbs energy. |
| Unit 6: Chemical Equilibrium | Physical and chemical equilibria, Le Chatelier’s principle, Ionization of electrolytes, acid-base equilibrium, pH scale, solubility product. |
| Unit 7: Redox Reactions and Electrochemistry | Oxidation and reduction, Redox reactions, Electrochemical cells, e.m.f., Electrolysis, Oxidation number, Electrolytic conduction, Fuel cells, Corrosion. |
| Unit 8: Rates of Chemical Reactions and Chemical Kinetics | Rate of reaction, Instantaneous rate, Order of reaction, Factors affecting rate, Rate law expression, Mechanism of reaction, Photochemical reactions. |
| Unit 9: Surface Chemistry | Adsorption, Colloids, Catalysis, Micelles, Enzymes, Zeolites. |
| Unit 10: Chemical Families Periodic Properties | Modern periodic law, Types of elements, Periodic trends in properties. |
| Unit 11: Chemical Bonding and Molecular Structure | Chemical bonds, Lewis structure, VSEPR theory, Hybridization, Molecular orbital theory, Bonding in solid state, Resonance. |
| Unit 12: Chemistry of Non-Metals – 1 | Hydrogen, Hydrides, Oxygen, Water, Hydrogen peroxide, Nitrogen, Ammonia, Oxides of Nitrogen, Nitric Acid. |
| Unit 13: Chemistry of Non-metals – II | Boron, Carbon, Silicon, Sulphur, Halogens, Noble gases. |
| Unit 14: Chemistry of Lighter Metals | Sodium, Potassium, Magnesium, Calcium, Aluminium, Cement, Biological role. |
| Unit 15: Heavy Metals | Iron, Copper, Silver, Zinc, Mercury, Tin, Lead. |
| Unit 16: Chemistry of Representative Elements | Trends in groups and periods, Chemistry of s and p block elements. |
| Unit 17: Transition Metals Including Lanthanides | Electronic configuration, Properties of transition metals, Inner Transition Elements, Potassium dichromate, Potassium permanganate. |
| Unit 18: Coordination Chemistry and Organo Metallics | Coordination compounds, Nomenclature, Isomerism, Werner’s theory. |
| Unit 19: Nuclear Chemistry | Radiation, Nuclear reactions, Radioactive disintegration, Nuclear fission and fusion, Isotopes. |
| Unit 20: Purification and Characterization of Organic Compounds | Purification methods, Qualitative and Quantitative analysis, Determination of molecular mass. |
| Unit 21: Some Basic Principles | Classification of Organic Compounds, Tetravalency of Carbon, Functional groups, Isomerism, Covalent bond fission, Organic reactions. |
| Unit 22: Hydrocarbons | Classification, Alkanes, Alkenes, Alkynes, Aromatic hydrocarbons, Petroleum. |
| Unit 23: Organic Compounds Containing Halogens | Methods of preparation, Physical properties, Reactions of Haloalkanes and Haloarenes. |
| Unit 24: Organic Compounds Containing Oxygen | Preparation, Properties, Uses of Alcohols, Ethers, Aldehydes, Ketones, Carboxylic acids, Phenols. |
| Unit 25: Organic Compounds Containing Nitrogen | Nomenclature, Classification, Methods of preparation, Basicity of amines, Cyanides, Isocyanides, Nitro compounds. |
| Unit 26: Synthetic and Natural Polymers | Classification, Natural and synthetic polymers, Important uses of Teflon, PVC, Polystyrene, Nylon-66, Terylene, Bakelite. |
| Unit 27: Bio Molecules and Biological Processes | Carbohydrates, Amino acids, Proteins, Enzymes, Nucleic Acids, Lipids. |
| Unit 28: Chemistry In Action | Dyes, Chemicals in medicines, Rocket propellants. |
| Unit 29: Environmental Chemistry | Environmental pollutants, Soil, water, air pollution, Acid rain, Ozone depletion, Industrial air pollution. |
KIITEE 2025 Syllabus for B.Tech: Mathematics
| Units | Topics |
| Sets, Relations, and Functions | – Sets and Their Representations – Union, Intersection, and Complements of Sets – Relations and Equivalence Relations – Mappings: One-one, Into, Onto Mappings – Composition of Mappings |
| Complex Numbers | – Representation: a+ib, Argand Diagram – Algebra: Modulus, Argument (Amplitude), Square Roots – Cube Roots of Unity, Triangle Inequality |
| Matrices and Determinants | – Determinants and Matrices of Order Two and Three – Properties and Evaluation of Determinants – Area of Triangles Using Determinants – Addition, Multiplication, Adjoint, Inverse of Matrices – Consistency and Solution of Linear Equations Using Determinants and Matrices |
| Quadratic Equations | – Solutions in Real and Complex Number Systems – Relation Between Roots and Coefficients – Formation of Quadratic Equations with Given Roots – Symmetric Functions of Roots |
| Permutations and Combinations | – Fundamental Principle of Counting – Permutations (P(n, r)) and Combinations (C(n, r)) |
| Binomial Theorem and Its Applications | – Binomial Theorem for Positive Integral Index – General and Middle Terms – Properties of Binomial Coefficients – Applications for Approximations |
| Sequences and Series | – Arithmetic, Geometric, and Harmonic Progressions – Insertion of Arithmetic, Geometric, and Harmonic Means – Special Series: Sn, Sn², Sn³ – Arithmetic-Geometric Series, Exponential, Logarithmic Series |
| Differential Calculus | – Functions: Polynomials, Rational, Trigonometric, Logarithmic, Exponential, Inverse Functions – Differentiation: Sum, Difference, Product, Quotient Rules – Differentiation of Various Functions – Applications: Rate of Change, Maxima/Minima, Tangents, Normals, Mean Value Theorems |
| Integral Calculus | – Integral as Anti-Derivative – Fundamental Integrals Involving Various Functions – Techniques: Substitution, Integration by Parts, Partial Fractions – Determining Areas, Properties of Definite Integrals |
| Differential Equations | – Ordinary Differential Equations: Order and Degree – Formation and Solution by Separation of Variables – Homogeneous and Linear Differential Equations |
| Two-Dimensional Geometry | – Cartesian Coordinate System, Distance Formula, Area of Triangle – Section Formula, Collinearity, Centroid, Incentre – Straight Lines: Various Forms, Intersection, Angles, Concurrency – Circles: Standard and General Forms, Radius, Center, Tangents – Conic Sections: Parabola, Ellipse, Hyperbola; Tangents and Points of Tangency |
| Three-Dimensional Geometry | – Coordinates of a Point in Space, Distance Formula – Section Formula, Direction Ratios, Direction Cosines – Lines and Planes: Equations, Coplanar Lines, Shortest Distance Between Skew Lines – Sphere: Equation, Center, Radius |
| Vector Algebra | – Vectors and Scalars, Addition, Components – Scalar and Vector Products – Applications to Plane Geometry |
| Measures of Central Tendency and Dispersion | – Mean, Median, Mode – Standard Deviation, Variance, Mean Deviation |
| Probability | – Probability of an Event – Addition and Multiplication Theorems – Conditional Probability, Bayes’ Theorem – Probability Distributions: Binomial and Poisson |
| Trigonometry | – Trigonometric Identities and Equations – Inverse Trigonometric Functions and Properties – Properties of Triangles: Centroid, Incentre, Circumcenter, Orthocenter – Heights and Distances |
KIITEE Syllabus 2025 for BTech (Lateral Entry) – Section-Wise
For candidates seeking admission to the second year of BTech programs, the KIITEE 2025 Lateral Entry syllabus is essential. The exam will cover three main sections: Mathematics, Engineering Mechanics, and Electrical Engineering, each containing 40 questions. Detailed information about the syllabus for each section is provided in the table below.
KIITEE Syllabus for BTech (Lateral Entry): Mathematics
Here is the KIITEE 2025 syllabus for BTech (Lateral Entry) in Mathematics, organized by units:
| Units | Mathematics Topics (Lateral Entry) |
| Unit 1: Ordinary Differential Equation | – Differential equations of first order – Linear differential equations of second order (both homogeneous and nonhomogeneous) – Cauchy and Euler’s equations – Applications: mixture problems, Newton’s law of cooling, orthogonal trajectories – Applications to LCR circuits and free/forced vibrations of mass-spring systems |
| Unit 2: Series Method | – Properties of power series – Radius of convergence – Legendre’s equation and polynomials, properties of Legendre’s polynomials – Gamma function – Frobenius method (ordinary and singular points) – Bessel’s equation and properties of Bessel’s function |
| Unit 3: Laplace Transform | – Laplace transforms of standard and periodic functions – Unit step function – Transforms of derivatives and integrals – Differentiation and integration of transforms – Linearity property – Inverse Laplace transform – Shifting theorems – Convolution – Applications to solve differential and integral equations (initial value problems) |
| Unit 4: Fourier Series | – Periodic functions – Fourier series – Euler’s formula – Even and odd functions – Fourier series expansions for even and odd functions – Half range expansion – Expansion of functions with finite discontinuities |
| Unit 5: Matrix | – Types of matrices – Algebra of matrices – Rank – Solution of non-homogeneous systems of equations – Consistency of equations – Linear dependence and independence – Solution of homogeneous systems of equations – Eigenvalues and eigenvectors – Norm and inner product – Orthogonal and projection matrices – Applications of eigenvalues and eigenvectors to homogeneous linear differential equations |
| Unit 6: Vectors | – Vector algebra – Products of vectors – Vector differentiation – Vector differential operator – Gradient – Directional derivatives – Divergence – Curl – Line integrals – Double integrals – Green’s theorem |
Engineering Mechanics Topics (Lateral Entry)
Here is the KIITEE 2025 syllabus for BTech (Lateral Entry) in Engineering Mechanics and Basic Electrical Engineering, organized by units:
| Unit | Engineering Mechanics Topics (Lateral Entry) |
| Unit 1: Statics | – Conditions of equilibrium – Concept of free body diagram – Methods of moments – Friction: static friction, ladder friction, belt friction, screw jack – Force analysis of plane trusses: method of joints, method of sections, plane frames, methods of members – Parallel forces in a plane, center of parallel forces – Pappus-Guldinus theorems – Moment of inertia (MI) of plane figures – Parallel axis theorem, perpendicular axis theorem, polar MI – Principle of virtual work for single particles, rigid bodies, ideal systems, and constrained bodies |
| Unit 2: Dynamics | – Force proportional to displacement – Free vibration – D’Alembert’s principle – Momentum and impulse – Application of linear momentum principle to single particles, rigid bodies, and ideal systems – Application of angular momentum principle to single particles and rotating rigid bodies – Principle of conservation of momentum |
| Unit 3: Work and Energy | – Principle of work and energy for ideal systems – Conservation of energy |
Basic Electrical Engineering Topics (Lateral Entry)
| Unit | Basic Electrical Engineering Topics (Lateral Entry) |
| Unit 1: Electrostatics | – Coulomb’s law – Electric charge, potential, field, and capacitance – Potential gradient due to spherical, cylindrical, and plane charges – Electric force, flux density, and permittivity – Calculation of capacitance: spherical, coaxial, cylindrical, and parallel plate condensers – Energy stored in an electric field |
| Unit 2: Electromagnetism | – Magnetic field due to current in conductors – Magnetic field intensity and flux density – Permeability, B-H curves, magnetization, hysteresis – Magnetomotive force and magnetic reluctance – Electrodynamic force: Faraday’s law of electromagnetic induction, eddy currents, emf induced in a conductor moving in a magnetic field – Energy stored in a magnetic field |
| Unit 3: D.C. Circuit | – Current distribution in series and parallel circuits – Power and energy in electric circuits – Star-Delta conversion – Kirchhoff’s laws & applications – Electric circuit analysis: branch & loop current method, nodal method – Superposition theorem |
| Unit 4: A.C. Circuit | – Production of alternating current – Instantaneous, average, and RMS values of current and voltage – Peak factor, form factor, amplitude, frequency, phase difference – Addition and subtraction of alternating quantities – Phasor diagram, resistance, inductance, capacitance, impedance, and admittance – Power and power factor in series and parallel circuits – Q factor, three-phase circuits – Star-Delta connection – Active and reactive power – Power measurement: one and two-wattmeter methods – Calculation in RLC series circuit |
| Unit 5: Instrument | – Construction and principle of operation – MI and dynamometer type ammeter, voltmeter, and wattmeter – Power factor meter |
| Unit 6: Illumination | – Law of illumination – Solid angle, luminous flux, luminous intensity – Illumination brightness and luminous efficiency |
| Unit 7: Production Light | – Types of lamps: filament lamp, arc lamp, electric discharge lamps, sodium vapor lamp, mercury vapor lamp – Theory of electrical energy radiation – Comparison between filament and fluorescent lamps |
KIITEE 2025 Syllabus for B.Sc Nursing
The KIITEE 2025 syllabus for B.Sc Nursing is designed to provide a comprehensive understanding of essential biological concepts. It includes a range of topics from Botany and Zoology, focusing on areas such as cell biology, genetics, plant and animal physiology, and human reproduction. This syllabus aims to equip students with the foundational knowledge required for a successful career in nursing.
Here is the KIITEE 2025 syllabus for B.Sc Nursing, focusing on the key topics from Botany and Zoology:
| Category | Topics |
| Diversity in the Living World | – Classification and diversity of life forms – Principles of taxonomy – Major groups of plants and animals |
| Cell: The Unit of Life; Structure and Function | – Cell structure and functions – Cell organelles and their functions – Cell division: mitosis and meiosis |
| Genetics and Evolution | – Mendelian genetics – Genetic disorders – Principles of evolution – Theories of evolution and evidence |
| Plants: Structure and Function | – Plant morphology and anatomy – Plant physiology and biochemistry – Photosynthesis, respiration, and plant growth |
| Animals: Structure and Function | – Animal physiology and anatomy – Digestive, respiratory, circulatory, and excretory systems – Nervous and endocrine systems |
| Reproduction and Development in Humans | – Human reproductive system – Developmental stages – Genetic and congenital disorders |
| Reproduction, Growth, and Movement in Plants | – Plant reproduction (asexual and sexual) – Growth patterns and hormones – Plant movements |
| Ecology and Environment | – Ecosystems and their components – Environmental issues and conservation – Biodiversity and ecological balance |
| Biology and Human Welfare | – Health and disease – Principles of nutrition and health – Public health issues |
| Biotechnology and its Applications | – Genetic engineering and its techniques – Applications of biotechnology in medicine and agriculture – Ethical issues in biotechnology |
KIITEE 2025 Syllabus for MBA
KIIT University offers admission to its MBA program through the KIITEE entrance exam. The test comprises 120 questions, each worth 4 marks, and is conducted over a 3-hour duration. The syllabus for KIITEE 2025 for MBA includes a range of topics designed to assess candidates’ proficiency in various areas crucial for management studies. The detailed syllabus is as follows:
Quantitative Aptitude
- Ratio and Proportion
- Average
- Percentage
- Profit and Loss
- Data Interpretation
- Number Series
- Interests
- Geometry
- Work and Time
- Speed
- Probability
General Knowledge
- Current Affairs:
- Economics
- Finance
- Banking (rates and data)
- Government Policies
Analytical Reasoning
- Statement and Conclusion
- Direction and Distance
- Puzzles
- Seating Arrangement
- Blood Relations
- Coding and Decoding
English
- Reading Comprehension
- Vocabulary
- Para-Jumbled Sentences
- Statement-Inference
- Grammar
Issues of Social Concern
- Government Social Schemes
- Five Year Plans
- GDP
- Recent Issues
KIITEE 2025 Syllabus for PG Course
The KIITEE 2025 syllabus for Postgraduate (PG) programs primarily covers topics from Physics, Chemistry, and Mathematics. For specific programs, the syllabus includes:
Programs and Syllabus
| Program | Syllabus |
| MCA/M.Sc. Computer Science | – Mathematics – Analytical and Logical Ability – Computer Awareness |
| Master of Public Health / Hospital Administration / M.Com | – Quantitative Aptitude – English – General Awareness – Logical Reasoning and Data Interpretation |
| M.A. Economics / B.A. Economics / M.A. English | Includes BA syllabus content |
KIITEE 2025 – Scheme of Exam
The exam authority has released the KIITEE 2025 exam pattern on the official website. Candidates preparing for the exam should refer to this pattern to ensure they are well-prepared. The exam pattern includes details such as:
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- GD Goenka | Admissions Open for All Courses 2024. Apply Now
BTech
| Section | Number of Questions | Total Marks |
| Physics | 40 | 160 |
| Chemistry | 40 | 160 |
| Mathematics | 40 | 160 |
| Total | 120 | 480 |
BTech (Lateral Entry)
| Section | Number of Questions | Total Marks |
| Mathematics | 40 | 160 |
| Basic Electrical Engineering | 40 | 160 |
| Engineering Mechanics | 40 | 160 |
| Total | 120 | 480 |
KIITEE 2025 Preparation Books
To excel in the KIITEE 2025 exams, selecting the right preparation books is crucial. Here’s a curated list of recommended books for B.Tech and MBA candidates, covering all essential topics outlined in the KIITEE syllabus. These resources will help you build a solid foundation and enhance your problem-solving skills for the exam.
For B.Tech
| Subject | Book Title | Author/Publication |
| Mathematics | Mathematics for Grade XI and XII | R.D. Sharma |
| Physics | Objective Physics – Volume 1 and 2 | Arihant Publications |
| Chemistry | Organic Chemistry | O.P. Tandon |
| Chemistry | Numerical Chemistry | P. Bahadur |
| Calculus | Problems in Calculus of One Variable | I.A. Maron |
For MBA
| Subject | Book Title | Author/Publication |
| Quantitative Aptitude | Quantum Cat | Sarvesh Verma |
| English | Word Power Made Easy | Norman Lewis |
| Quantitative Aptitude | Quantitative Aptitude | R.S. Aggarwal |
| Data Interpretation | Data Interpretation and Data Sufficiency | Ananta Ashisha |
| Logical Reasoning | Data Interpretation and Logical Reasoning | Gautam Puri |
KIITEE 2025 Syllabus FAQs
What is the KIITEE 2025?
The KIITEE (Kalinga Institute of Industrial Technology Entrance Examination) 2025 is an entrance exam conducted by KIIT University for admission to various undergraduate, postgraduate, and lateral entry programs offered by the university.
What are the key subjects covered in the KIITEE 2025 B.Tech syllabus?
The B.Tech syllabus for KIITEE 2025 includes Physics, Chemistry, and Mathematics. Each subject will have 40 questions, with a total of 120 questions in the exam.
How many sections are there in the KIITEE 2025 B.Tech (Lateral Entry) exam?
The KIITEE 2025 B.Tech (Lateral Entry) exam has three sections: Mathematics, Basic Electrical Engineering, and Engineering Mechanics. Each section contains 40 questions.
What is the duration of the KIITEE 2025 exam?
The KIITEE 2025 exam for B.Tech, MBA, and other programs will be conducted over a duration of 3 hours.
How many marks is each question worth in the KIITEE 2025?
Each question in the KIITEE 2025 exam carries 4 marks. There is no negative marking for incorrect answers.
What are the recommended books for preparing for the KIITEE 2025 B.Tech exam?
Recommended books for B.Tech preparation include:
Mathematics for Grade XI and XII by R.D. Sharma
Objective Physics- Volume 1 and 2 by Arihant Publications
Organic Chemistry by O.P. Tandon
Numerical Chemistry by P. Bahadur
Problems in Calculus of One Variable by I.A. Maron
What topics are included in the KIITEE 2025 MBA syllabus?
The MBA syllabus for KIITEE 2025 includes Quantitative Aptitude, General Knowledge, Analytical Reasoning, and English. Topics cover areas like ratio and proportion, current affairs, logical reasoning, and grammar.
Where can I find the KIITEE 2025 exam pattern?
The KIITEE 2025 exam pattern is available on the official KIIT University website. It includes details on the number of questions, total marks, and the structure of the exam.
What is the total number of questions in the KIITEE 2025 B.Tech exam?
The KIITEE 2025 B.Tech exam consists of a total of 120 questions, with 40 questions each in Physics, Chemistry, and Mathematics.
What are the eligibility criteria for KIITEE 2025 admission?
Eligibility criteria vary by program but generally include minimum educational qualifications and age limits. For instance, B.Tech candidates must have completed their 10+2 with relevant subjects, while MBA candidates typically need a bachelor’s degree. For detailed eligibility requirements, refer to the KIIT University website or admission brochure.
If you have any queries regarding the KIITEE 2025 Syllabus, you can ask your query and leave comments below.
As a dedicated Biology Science graduate, I’m passionate about sharing the latest updates in national and state entrance exams through my blog. I aim to keep aspiring students informed about exam trends, important dates, and changes in syllabi. With a keen interest in education, I strive to offer valuable insights for students navigating the competitive landscape of entrance examinations and admission tests. Stay updated with me.
