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KIITEE 2024: Result (Declared), Cut Off, Hall Ticket (Out), Counselling, Choice Filling

Updated on 27th September, 2024 by Maniprabha Singh

About KIITEE 2025

KIITEE 2024 - The Kalinga Institute of Industrial Technology has declared the KIITEE 2024 phase 3 result on July 9. The KIITEE phase 3 counselling 2024 has been started on July 9, at kiitee.kiit.ac.in. Students can apply for KIITEE phase 3 counselling 2024 till July 11. The university will publish the KIITEE phase 3 seat allotment 2024 on July 16. The KIITEE 2024 phase 3 admit card was issued on July 2. Applicants can download the KIITEE phase 3 admit card 2024 by using their login credentials. The KIITEE phase 3 exam was held from July 3 to 5. 

The university has started the KIITEE phase 3 slot booking 2024 on June 30.  The university has declared the KIITEE 2024 phase 2 allotment result on June 25, at kiitee.kiit.ac.in. Students can check KIITEE result 2024 for phase 2 by entering their application number, date of birth and security code. Candidates can check the KIITEE result 2024 by entering their details such as application number, date of birth and captcha. The login credentials are required to download the KIITEE 2024 admit card are application number and date of birth. Candidates appearing for the KIITEE exam are advised to go through the KIITEE exam pattern 2024 for their preparations Before applying for KIITEE 2024, candidates are advised to check the eligibility criteria laid down by the KIIT. 

Only those candidates who fulfill the eligibility criteria will be considered eligible to appear in the KIITEE 2024 exam. The admission to MBBS programme will not be done on the basis of the KIITEE 2024 examination. The institute will release the KIITEE cut off 2024 based on the candidate's performance in the entrance exam. Candidates who secure the KIITEE 2024 cut off marks will have to participate in the counselling process. They have to carry the original documents and visit the KIITEE counselling venue for claiming their admissions.

What is KIITEE?

Full form of KITEE exam is the Kalinga Institute of Industrial Technology Entrance Examination conducted by the Kalinga Institute of Industrial Technology (KIIT). It is a common entrance test which provides admission at KIIT at various courses such as B.Tech, BBA, B.Sc, Law, MCA etc. Candidates appearing for KIITEE exam 2024 must go through the KIITEE syllabus and KITEE exam pattern and prepare a meticulous study plan to crack the KIITEE exam.

Based on the scored marks of the candidates in KIITEE 2024 exam, separate merit lists will be released for all courses. KIITEE admission 2024 will be offered based on counselling and seat allocation conducted by KIIT. As per the availability of seats in different courses, the cut-off rank for counselling will be notified. KIITEE 2024 admission will be made for 35 courses offered at KIIT. The syllabus and exam pattern of KIITEE exam vary for each courses offered. The syllabus and exam pattern of KIITEE 2024 is prescribed by the university itself and is provided on the official website.  

Read More: KIITEE Management 2024


KIITEE Helpline:

KIIT Deemed to be University

Admission cell, Koel campus

Bhubaneswar, 751024

Odisha, India

Phone: 8114373311, 8114373312

Email - admission@kiit.ac.in

Read more

KIITEE 2025 Highlights

Full Exam Name
Kalinga Institute of Industrial Technology Entrance Examination
Short Exam Name
KIITEE
Conducting Body
Kalinga Institute of Industrial Technology
Frequency Of Conduct
Once a year
Exam Level
University Level Exam
Languages
English
Mode Of Application
online
Mode Of Exam
online
Mode Of Counselling
offline
Participating Colleges
2
Exam Duration
2 Hours

Before starting the application process, candidates should make sure that they meet the KIITEE eligibility criteria 2024. The KIITEE 2024 eligibility criteria is the minimum academic qualification and other requirements that candidate must meet to be considered eligible for admission in programmes offered by the university. 

The KIITEE eligibility criteria 2024 also includes the percentage of seats reserved for candidates of reserved categories. It must be noted that candidates who do not meet the eligibility criteria will not be considered eligible to appear in the examination even if they fill up the application form.

KIITEE Eligibility Criteria 2024

ProgrammesQualifications
B. Arch
  • Candidates must have passed 10+2 examination with a minimum of 50% marks
  • They must have also scored 50% marks in Physics, Chemistry and Mathematics
  • A pass in NATA examination conducted by the Council of Architecture or JEE Main Paper 2

B.Sc. Nursing

  • Candidates must have completed their 10+2 or equivalent examination in Physics, Chemistry & Biology and English (PCBE) with a minimum of 45 percent marks in aggregate.
  • Candidates who wish to apply must be 17 years of age as on 31-12-2020 The maximum age limit is 35 years.

BBA

  • Candidates must have passed 10+2 examination with at least 50% marks

BA Sociology Hons

  • Candidates must have passed 10+2 examination with minimum 50% marks

M.A Economics


  • Candidates must have completed their graduation with one subject as Mathematics/ Statistics/ Economics. Candidates must also have a minimum 50% marks in aggregate.

M.A Sociology


  • Graduation with at least 50% marks.
MSc Computer Science
  • Candidates must have completed Bachelor degree in Computer Science / IT /Mathematics /Electronics /Physics /Chemistry /BCA with a minimum of 50% aggregate marks. 
MA Yoga Therapy
  • Candidate must have passed graduation in Arts, Commerce, Science, Law from a recognized university with a minimum of 50% marks aggregate.
MCom
  • Candidates must have passed bachelor's degree from commerce or management with a minimum of 50% marks.

B.Tech

To apply for KIITEE exam for admission to B.Tech. programmes, students need to fulfil the following eligibility criteria.

  • Either passed or pursuing 10+2 in regular full-time mode in Science stream

  • Must have at least 60% aggregate marks in Physics, Chemistry and Maths

Students are suggested to check the KIITEE eligibility criteria before applying for the exam as only eligible candidates are allowed to apply. 

B.B.A

To apply for BBA entrance exam, students need to fulfil the eligibility criteria as mentioned by the exam conducting body KIIT. 

Students should have passed 10+2 in any stream with at least 50% marks in order to apply.

Students must have Mathematics / Business Mathematics / Economics / Statistics as one of the subjects in 10+2 level. 

Age – Students should have born on or after July 1, 1997

Do not apply before checking the eligibility criteria. 

Law

Aspirants planning to appear for KIITEE Law exam are advised to check the eligibility criteria of before filling up the application form. Ineligible candidates are not allowed to apply for the exam.  

Candidates who wish to appear for KIITEE Law exam must have qualified 10+2 or equivalent with at least 45% marks in aggregate. 

For B.Sc. LLB, students must have passed 10+2 in Science stream with minimum 45% aggregate marks. 

There is no age bar to appear for the exam as per Supreme court’s stay on age bar in 2017.

M.A. Mass Communication

To apply for Mass Communication programme, students should have passed in Class 12 or equivalent examination from a recognised Central/State Board with minimum 50% marks in aggregate.

There is an age limit also. The students who wish to apply for Diploma in acting should have passed 10+2 examination with a flair for theatre/drama/acting.

For the students who have passed IB Diploma from International Baccalaureate Organisation, Geneva, Switzerland, pass in Class 12 is the eligibility qualification.

M.Tech

The candidates who wish to apply for M.Tech., programme, they need to fulfil the basic eligibility criteria as prescribed by KIIT. Here it is:

The candidates should have done B.E. or B.Tech. or equivalent Degree (e.g. AMIE, GRADE-IETE etc) in respective branches of Engineering and Technology with a First Class or equivalent CGPA Or First Class MCA/First Class M.Sc. in (Comp/IT/ETC). 

GATE qualified candidates shall be accorded preference in the process of selection. GATE qualified candidates having Score 400 or above need not sit for the entrance exam. 

As the University offers specialised M.Tech. programmes, candidates should know that the eligibility is different for different specialisations. They are advised to check the eligibility first before applying. 

L.L.M

KIIT conducts the entrance exam for admission to its one-year LLM programme – KIITEE LLM. To apply for this exam, candidates must have passed B.A.LLB/BBA LLB/B.Sc.LLB/B.L, degree or an equivalent degree from a recognised university with minimum 55% marks in aggregate.

M.C.A.

KIIT offers three and two-year MCA programme. For MCA (3 years), candidates must have a graduation degree or equivalent with minimum 50% marks having mathematics either in Class 12 or graduation level as one of the subject. The date of birth of the candidates should be on or after July 1, 1994. 

For MCA (Lateral Entry) 2-year programme, candidates should have passed or appearing for final year exams in BCA, B.Sc. (IT/ Computer Science/IST/ITM) from any recognised University with a minimum of 50% aggregate marks. 

B.Tech

To apply for KIITEE exam for admission to B.Tech. programmes, students need to fulfil the following eligibility criteria.

  • Either passed or pursuing 10+2 in regular full-time mode in Science stream

  • Must have at least 60% aggregate marks in Physics, Chemistry and Maths

Students are suggested to check the KIITEE eligibility criteria before applying for the exam as only eligible candidates are allowed to apply. 

B.B.A

To apply for BBA entrance exam, students need to fulfil the eligibility criteria as mentioned by the exam conducting body KIIT. 

Students should have passed 10+2 in any stream with at least 50% marks in order to apply.

Students must have Mathematics / Business Mathematics / Economics / Statistics as one of the subjects in 10+2 level. 

Age – Students should have born on or after July 1, 1997

Do not apply before checking the eligibility criteria. 

Law

Aspirants planning to appear for KIITEE Law exam are advised to check the eligibility criteria of before filling up the application form. Ineligible candidates are not allowed to apply for the exam.  

Candidates who wish to appear for KIITEE Law exam must have qualified 10+2 or equivalent with at least 45% marks in aggregate. 

For B.Sc. LLB, students must have passed 10+2 in Science stream with minimum 45% aggregate marks. 

There is no age bar to appear for the exam as per Supreme court’s stay on age bar in 2017.

M.A. Mass Communication

To apply for Mass Communication programme, students should have passed in Class 12 or equivalent examination from a recognised Central/State Board with minimum 50% marks in aggregate.

There is an age limit also. The students who wish to apply for Diploma in acting should have passed 10+2 examination with a flair for theatre/drama/acting.

For the students who have passed IB Diploma from International Baccalaureate Organisation, Geneva, Switzerland, pass in Class 12 is the eligibility qualification.

M.Tech

The candidates who wish to apply for M.Tech., programme, they need to fulfil the basic eligibility criteria as prescribed by KIIT. Here it is:

The candidates should have done B.E. or B.Tech. or equivalent Degree (e.g. AMIE, GRADE-IETE etc) in respective branches of Engineering and Technology with a First Class or equivalent CGPA Or First Class MCA/First Class M.Sc. in (Comp/IT/ETC). 

GATE qualified candidates shall be accorded preference in the process of selection. GATE qualified candidates having Score 400 or above need not sit for the entrance exam. 

As the University offers specialised M.Tech. programmes, candidates should know that the eligibility is different for different specialisations. They are advised to check the eligibility first before applying. 

L.L.M

KIIT conducts the entrance exam for admission to its one-year LLM programme – KIITEE LLM. To apply for this exam, candidates must have passed B.A.LLB/BBA LLB/B.Sc.LLB/B.L, degree or an equivalent degree from a recognised university with minimum 55% marks in aggregate.

M.C.A.

KIIT offers three and two-year MCA programme. For MCA (3 years), candidates must have a graduation degree or equivalent with minimum 50% marks having mathematics either in Class 12 or graduation level as one of the subject. The date of birth of the candidates should be on or after July 1, 1994. 

For MCA (Lateral Entry) 2-year programme, candidates should have passed or appearing for final year exams in BCA, B.Sc. (IT/ Computer Science/IST/ITM) from any recognised University with a minimum of 50% aggregate marks. 

The KIIT university has released the KIITEE 2024 application process for phase 3 on May 31, in online mode. Before candidates sit down to fill the application form, they are advised to go through the eligibility criteria of their desired programmes. Candidates will not be charged any type of fee while filling the KIITEE 2024 application form. After filling the application form of KIITEE 2024, candidates are advised to keep multiple copies of the application form for future references.

Documents to keep ready while filling the KIITEE 2024 Application Form

  • Scanned copy of recent coloured passport-sized photograph (size - not more than 50 kb)
  • Scanned copy of signature (size - not more than 50 kb)
  • An active email ID and mobile number
  • Class 10th mark sheet and certificate

How to fill KIITEE Application Form 2024?

  • Go to the official website of KIITEE.
  • Click on the "KIITEE Apply Online" tab.
  • Select the course for which you want to apply. Candidates can apply for more than one programme 
  • Fill the application form by entering the qualification details, centre options and personal details.
  • Upload the required documents in the application form of KIITEE

KIITEE Application Form - Documents Specifications

ImageSizeFormat
Signature50 kbjpg
Mark sheet1 mbjpgjpg
Photograph50 kbjpg


After the documents are uploaded and the application form is filled completely, candidates can take a printout of the duly filled KIITEE application form. 

Documents Required at Exam KIITEE 2025

Kalinga Institute of Industrial Technology Entrance Examination 2025

  • Admit Card
  • Photo Identity Proof
  • Passport Size Photograph

KIITEE 2025 Exam Centers

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Andaman and Nicobar Islands
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Candidates who are preparing for the KIITEE exam are advised to examine the KIITEE exam pattern 2024. Candidates will find various details about the examination in KIITEE exam pattern 2024, such as the duration of the examination, mode of examination, marking scheme and type of questions. 

KIIT conducts the entrance examination of the KIITEE 2024 in the computer-based mode. As per the KIITEE 2024 exam pattern marking scheme, four marks are awarded for every correct answer while a deduction of one mark will be made for every incorrect answer. The medium of the KIITEE examination is English. The question paper consist of only multiple choice questions.

B.Tech

It’s an online exam of three hours. The KIITEE exam pattern has three sections - Physics, Chemistry and Maths. Each section has 40 questions and each question carries 4 marks. Each correct answer gets 4 marks and each wrong answer deducts 1 mark. The language of the exam is English. 

The exam covers various topics of Chemistry, Physics and Maths. Candidates can refer to the official brochure to check the complete syllabus of the exam. KIIT also releases the mock tests for the test takers. Mock tests are designed for practice purpose. It will help the students to understand the exam pattern. 

B.B.A

KIITEE exam for BBA is an online exam. The test is to check the various aspects of knowledge of candidates. The exam for BBA carries 4 sections - Mathematical Ability (30 questions), Analytical & Logical Reasoning (30 questions), Verbal Ability (40 questions), and General Knowledge (20 questions).  The exam has a total of 120 questions. 

Law

KIITEE Law exam is an online exam of three-hour duration carrying objective (multiple choice questions). The test has 4 sections - Mathematical Ability (30 questions), Analytical & Logical Reasoning (30 questions), Verbal Ability (40 questions), and General Knowledge (20 questions). The exam has a total of 120 questions. 

The exam also has negative marking. 4 marks are awarded for a correct answer and 1 mark is deducted for an incorrect response. 

M.A. Mass Communication

Knowing the exam pattern is one of the most important things before appearing for an entrance exam. If the test takers are friendly with the exam pattern, they can score well in the exam. The three-hour KITEE Mass Communication entrance exam deals with various types of questions. Here is the complete structure of the exam. 

Exam Pattern of KIITEE Mass Communication

            

Particulars

        
            

Details

        
            

Mode of the Exam

        
            

Online (Computer Based)

        
            

Medium

        
            

English

        
            

Duration of the Exam

        
            

3 hours (180 minutes)

        
            

Subjects

        
  • Mathematical Ability- 30 Questions         

  • Analytical & Logical Ability- 30 Questions     

  • Verbal Ability- 40 Questions

  • General Knowledge- 20 Questions
                

        
            

Total Number of Questions

        
            

120 Questions

        
            

Total number of Marks

        
            

480

        
            

Marking Scheme

        
            

4 marks for each correct answer; deduction of 1 mark for each incorrect answer            

        


M.Tech

The exam pattern for M.Tech. entrance exam depends on the branch/specialisation selected by the student. The exam has a total of 120 questions and the duration of the test is 3 hours. 

The exam has the questions related to B.E/B.Tech. Syllabus of concerned discipline. Candidates are advised to check the official brochure for the exam to know the exact exam pattern for the entrance test. 

L.L.M

KIITEE LLM exam has only multiple choice questions. The three-hour test carries 120 questions. All the questions in the exam are related to LLB syllabus. Candidates who have their LLB basics clear gets an advantage in this exam. 

As per the marking scheme, each question is worth 4 marks. So, selecting a correct answer fetches 4 marks. The exam has negative marking as well. One mark is deducted for each wrong answer. 

M.C.A.

KIITEE MCA entrance exam checks the Mathematical, Analytical and computer awareness of the candidates. The 3-hour test carries 120 questions divided into three sections – Mathematical Ability (12th standard), Analytical & Logical Ability, and Computer Awareness. 

The first section i.e. Mathematics carries maximum 60 questions. Rest of the two sections carries 30 questions each. Four marks for each correct answer and negative one mark for each incorrect answer. 

Candidates are advised to attempt questions wisely to avoid negative marking. 

B.Tech

It’s an online exam of three hours. The KIITEE exam pattern has three sections - Physics, Chemistry and Maths. Each section has 40 questions and each question carries 4 marks. Each correct answer gets 4 marks and each wrong answer deducts 1 mark. The language of the exam is English. 

The exam covers various topics of Chemistry, Physics and Maths. Candidates can refer to the official brochure to check the complete syllabus of the exam. KIIT also releases the mock tests for the test takers. Mock tests are designed for practice purpose. It will help the students to understand the exam pattern. 

B.B.A

KIITEE exam for BBA is an online exam. The test is to check the various aspects of knowledge of candidates. The exam for BBA carries 4 sections - Mathematical Ability (30 questions), Analytical & Logical Reasoning (30 questions), Verbal Ability (40 questions), and General Knowledge (20 questions).  The exam has a total of 120 questions. 

Law

KIITEE Law exam is an online exam of three-hour duration carrying objective (multiple choice questions). The test has 4 sections - Mathematical Ability (30 questions), Analytical & Logical Reasoning (30 questions), Verbal Ability (40 questions), and General Knowledge (20 questions). The exam has a total of 120 questions. 

The exam also has negative marking. 4 marks are awarded for a correct answer and 1 mark is deducted for an incorrect response. 

M.A. Mass Communication

Knowing the exam pattern is one of the most important things before appearing for an entrance exam. If the test takers are friendly with the exam pattern, they can score well in the exam. The three-hour KITEE Mass Communication entrance exam deals with various types of questions. Here is the complete structure of the exam. 

Exam Pattern of KIITEE Mass Communication

            

Particulars

        
            

Details

        
            

Mode of the Exam

        
            

Online (Computer Based)

        
            

Medium

        
            

English

        
            

Duration of the Exam

        
            

3 hours (180 minutes)

        
            

Subjects

        
  • Mathematical Ability- 30 Questions         

  • Analytical & Logical Ability- 30 Questions     

  • Verbal Ability- 40 Questions

  • General Knowledge- 20 Questions
                

        
            

Total Number of Questions

        
            

120 Questions

        
            

Total number of Marks

        
            

480

        
            

Marking Scheme

        
            

4 marks for each correct answer; deduction of 1 mark for each incorrect answer            

        


M.Tech

The exam pattern for M.Tech. entrance exam depends on the branch/specialisation selected by the student. The exam has a total of 120 questions and the duration of the test is 3 hours. 

The exam has the questions related to B.E/B.Tech. Syllabus of concerned discipline. Candidates are advised to check the official brochure for the exam to know the exact exam pattern for the entrance test. 

L.L.M

KIITEE LLM exam has only multiple choice questions. The three-hour test carries 120 questions. All the questions in the exam are related to LLB syllabus. Candidates who have their LLB basics clear gets an advantage in this exam. 

As per the marking scheme, each question is worth 4 marks. So, selecting a correct answer fetches 4 marks. The exam has negative marking as well. One mark is deducted for each wrong answer. 

M.C.A.

KIITEE MCA entrance exam checks the Mathematical, Analytical and computer awareness of the candidates. The 3-hour test carries 120 questions divided into three sections – Mathematical Ability (12th standard), Analytical & Logical Ability, and Computer Awareness. 

The first section i.e. Mathematics carries maximum 60 questions. Rest of the two sections carries 30 questions each. Four marks for each correct answer and negative one mark for each incorrect answer. 

Candidates are advised to attempt questions wisely to avoid negative marking. 

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KIITEE 2025 Syllabus

KIITEE 2025 B.Tech 2025

Physics: Unit 01


Units and measurement
  • Units for measurement, system of units-S.I., fundamental, and derived units
  • Dimensions and their applications
  • Units for measurement, system of units-S.I., fundamental, and derived units
  • Dimensions and their applications

Physics: Unit 02


Description of motion in one dimension
  • Motion in a straight line, uniform, and nonuniform motion, their graphical representation
  • Uniformly accelerated motion, and its application
  • Motion in a straight line, uniform, and nonuniform motion, their graphical representation
  • Uniformly accelerated motion, and its application

Physics: Unit 03


Description of motion in two and three dimensions
  • Scalars and vectors, vector addition, a real number, zero vector, and its properties
  • Resolution of vectors
  • Scalar and vector products, uniform circular motion, and its applications projectile motion
  • Scalars and vectors, vector addition, a real number, zero vector, and its properties
  • Resolution of vectors
  • Scalar and vector products, uniform circular motion, and its applications projectile motion

Physics: Unit 04


Laws of motion
  • Force and inertia-Newton’s laws of motion
  • Conservation of linear momentum and its applications, rocket propulsion, friction-laws of friction
  • Force and inertia-Newton’s laws of motion
  • Conservation of linear momentum and its applications, rocket propulsion, friction-laws of friction

Physics: Unit 05


Work, energy, and power
  • Concept of work, energy, and power
  • Energy-kinetic and potential
  • Conservation of energy and its applications, elastic collisions in one and two dimensions
  • Different forms of energy
  • Concept of work, energy, and power
  • Energy-kinetic and potential
  • Conservation of energy and its applications, elastic collisions in one and two dimensions
  • Different forms of energy

Physics: Unit 06


Rotational motion and moment of inertia
  • Centre of mass of a two-particle system
  • Centre of mass of a rigid body, general motion of a rigid body, nature of rotational motion, torque, angular momentum, its conservation, and applications
  • Moment of inertia, parallel, and perpendicular axes theorem, expression of moment of inertia for ring, disc, and sphere
  • Centre of mass of a two-particle system
  • Centre of mass of a rigid body, general motion of a rigid body, nature of rotational motion, torque, angular momentum, its conservation, and applications
  • Moment of inertia, parallel, and perpendicular axes theorem, expression of moment of inertia for ring, disc, and sphere

Physics: Unit 07


Gravitation
  • Acceleration due to gravity, one, and two dimensional motion under gravity
  • Universal law of gravitation, variation in the acceleration due to gravity of the Earth
  • Planetary motion, Kepler’s laws, artificial satellite-geostationary satellite, gravitational potential energy near the surface of earth, gravitational potential, and escape velocity
  • Acceleration due to gravity, one, and two dimensional motion under gravity
  • Universal law of gravitation, variation in the acceleration due to gravity of the Earth
  • Planetary motion, Kepler’s laws, artificial satellite-geostationary satellite, gravitational potential energy near the surface of earth, gravitational potential, and escape velocity

Physics: Unit 08


Solids and fluids
  • Inter-atomic and Inter-molecular forces, states of matter
  • Solids-elastic properties, Hook’s law, Young’s modulus, bulk modulus, modulus of rigidity
  • Liquids-cohesion and adhesion
  • Surface energy and surface tension
  • Flow of fluids, Bernoulli’s theorem, and its application
  • Viscosity, Stoke’s law, terminal velocity
  • Inter-atomic and Inter-molecular forces, states of matter
  • Solids-elastic properties, Hook’s law, Young’s modulus, bulk modulus, modulus of rigidity
  • Liquids-cohesion and adhesion
  • Surface energy and surface tension
  • Flow of fluids, Bernoulli’s theorem, and its application
  • Viscosity, Stoke’s law, terminal velocity

Physics: Unit 09


Oscillations
  • Periodic motion, simple harmonic motion, and its equation of motion, energy in S.H.M., oscillations of a spring, and simple pendulum
  • Periodic motion, simple harmonic motion, and its equation of motion, energy in S.H.M., oscillations of a spring, and simple pendulum

Physics: Unit 10


Waves
  • Wave motion, speed of a wave, longitudinal, and transverse waves, superposition of waves, progressive and standing waves, free and forced oscillations, resonance, vibration of strings, and air-columns, beats, Doppler effects
  • Wave motion, speed of a wave, longitudinal, and transverse waves, superposition of waves, progressive and standing waves, free and forced oscillations, resonance, vibration of strings, and air-columns, beats, Doppler effects

Physics: Unit 11


Heat and thermodynamics
  • Thermal expansion of solids, liquids, and gases, and their specific heats, relationship between Cp and Cv for gases, first law of thermodynamics, thermodynamic processes
  • Second law of thermodynamics, Carnot cycle efficiency of heat engines
  • Thermal expansion of solids, liquids, and gases, and their specific heats, relationship between Cp and Cv for gases, first law of thermodynamics, thermodynamic processes
  • Second law of thermodynamics, Carnot cycle efficiency of heat engines

Physics: Unit 12


Transference of heat
  • Modes of transference of heat
  • Thermal conductivity
  • Black body radiations, Kirchoff’s law, Wien’s law, Stefan’s law of radiation, and Newton’s law of cooling
  • Modes of transference of heat
  • Thermal conductivity
  • Black body radiations, Kirchoff’s law, Wien’s law, Stefan’s law of radiation, and Newton’s law of cooling

Physics: Unit 13


Electrostatics
  • Electric charge-its unit and conservation, Coulomb’s law, dielectric constant, electric field, lines of force, field due to dipole, and its behaviour in a uniform electric field, electric flux, Gauss’s theorem, and its applications
  • Electric Potential, Potential due to a Point Charge
  • Conductors and insulators, distribution of charge on conductors
  • Capacitance, parallel plate capacitor, combination of capacitors, energy of capacitor
  • Electric charge-its unit and conservation, Coulomb’s law, dielectric constant, electric field, lines of force, field due to dipole, and its behaviour in a uniform electric field, electric flux, Gauss’s theorem, and its applications
  • Electric Potential, Potential due to a Point Charge
  • Conductors and insulators, distribution of charge on conductors
  • Capacitance, parallel plate capacitor, combination of capacitors, energy of capacitor

Physics: Unit 14


Current electricity
  • Electric current and its unit, sources of energy, cells-primary and secondary, grouping of cells resistance of different materials, temperature dependence, specific resistivity, Ohm’s law, Kirchoff’s law, series, and parallel circuits
  • Wheatstone bridge with their applications and potentiometer with their applications
  • Electric current and its unit, sources of energy, cells-primary and secondary, grouping of cells resistance of different materials, temperature dependence, specific resistivity, Ohm’s law, Kirchoff’s law, series, and parallel circuits
  • Wheatstone bridge with their applications and potentiometer with their applications

Physics: Unit 15


Thermal and chemical effects of currents
  • Heating effects of current, electric power, simple concept of thermo-electricity-Seeback effect and thermocouple, chemical effect of current-Faraday’s laws of electrolysis
  • Heating effects of current, electric power, simple concept of thermo-electricity-Seeback effect and thermocouple, chemical effect of current-Faraday’s laws of electrolysis

Physics: Unit 16


Magnetic effects of currents
  • Oersted’s experiment, Bio-Savert’s law, magnetic filed due to straight wire, circular loop and solenoid, force on a moving charge in a uniform magnetic field (Lorentz force), force, and torques on currents in a magnetic field
  • Force between two current carrying wires, moving coil galvanometer, and conversion to ammeter, and voltmeter
  • Oersted’s experiment, Bio-Savert’s law, magnetic filed due to straight wire, circular loop and solenoid, force on a moving charge in a uniform magnetic field (Lorentz force), force, and torques on currents in a magnetic field
  • Force between two current carrying wires, moving coil galvanometer, and conversion to ammeter, and voltmeter

Physics: Unit 17


Magneto statics
  • Bar magnet, magnetic field, lines of force, torque on a bar magnet in a magnetic field, Earth’s magnetic field, para, dia, and ferro magnetism, magnetic induction, magnetic susceptibility
  • Bar magnet, magnetic field, lines of force, torque on a bar magnet in a magnetic field, Earth’s magnetic field, para, dia, and ferro magnetism, magnetic induction, magnetic susceptibility

Physics: Unit 18


Electromagnetic induction and alternating currents
  • Induced e.m.f., Faraday’s law, Lenz’s law, self and mutual inductance, alternating currents, impedance and reactance, power in a.c. circuits with L.C. and R series combination, resonant circuits
  • Transformer and a.c. generator
  • Induced e.m.f., Faraday’s law, Lenz’s law, self and mutual inductance, alternating currents, impedance and reactance, power in a.c. circuits with L.C. and R series combination, resonant circuits
  • Transformer and a.c. generator

Physics: Unit 19


Ray optics
  • Reflection and refraction of light at plane, and curved surfaces, total internal reflection, optical fibre, deviation and dispersion of light by a prism, lens formula, magnification, and resolving power, microscope, and telescope
  • Reflection and refraction of light at plane, and curved surfaces, total internal reflection, optical fibre, deviation and dispersion of light by a prism, lens formula, magnification, and resolving power, microscope, and telescope

Physics: Unit 20


Wave optics
  • Wave nature of light, interference-Young’s double slit experiment
  • Diffraction-diffraction due to a single slit
  • Elementary idea of polarization
  • Wave nature of light, interference-Young’s double slit experiment
  • Diffraction-diffraction due to a single slit
  • Elementary idea of polarization

Physics: Unit 21


Electromagnetic waves
  • Electromagnetic waves and their characteristics, electromagnetic wave spectrum from gamma to radio waves-propagation of EM waves in atmosphere
  • Electromagnetic waves and their characteristics, electromagnetic wave spectrum from gamma to radio waves-propagation of EM waves in atmosphere

Physics: Unit 22


Electron and photons
  • Charge on an electron, e/m for an electron, photoelectric effect, and Einstein’s equation of photoelectric effect
  • Charge on an electron, e/m for an electron, photoelectric effect, and Einstein’s equation of photoelectric effect

Physics: Unit 23


Atoms, molecules, and nuclei
  • Alpha particles scattering experiment, atomic masses, size of the nucleus, radioactivity
  • Alpha, beta, and gamma particles/rays, and their properties, radioactive decay law, half life and mean life of radio-active nuclei, binding energy, mass energy relationship, nuclear fission and nuclear fusion
  • Alpha particles scattering experiment, atomic masses, size of the nucleus, radioactivity
  • Alpha, beta, and gamma particles/rays, and their properties, radioactive decay law, half life and mean life of radio-active nuclei, binding energy, mass energy relationship, nuclear fission and nuclear fusion

Physics: Unit 24


Solids and semi-conductors devices
  • Energy bands in solids, conductors, insulators, and semi-conductors, pn junction, diodes, diode as rectifier, transistor action, transistor as an amplifier
  • Energy bands in solids, conductors, insulators, and semi-conductors, pn junction, diodes, diode as rectifier, transistor action, transistor as an amplifier

Chemistry: Unit 01


Some basic concepts
  • Measurement in chemistry (precision, significant figures, S.I. units, dimensional analysis)
  • Laws of chemical combination
  • Atomic mass, molecular mass, mole concept, molar mass, determination of molecular formula
  • Chemical equation, stoichiometry of chemical reactions
  • Measurement in chemistry (precision, significant figures, S.I. units, dimensional analysis)
  • Laws of chemical combination
  • Atomic mass, molecular mass, mole concept, molar mass, determination of molecular formula
  • Chemical equation, stoichiometry of chemical reactions

Chemistry: Unit 02


States of matter
  • Gaseous state, measurable properties of gases, Boyle’s law, Charle’s law, and absolute scale of temperature, Avogadro’s hypothesis, ideal gas equation, Dalton’s law of partial pressures
  • Kinetic molecular theory of gases (the microscopic model of gas), deviation form ideal behaviour
  • The solid state ( classification of solids, X-ray studies of crystal lattices, and unit cells, packing of constituent particles in crystals)
  • Imperfection in solids, electrical, magnetic, and dielectic properties of solids
  • Liquid state (properties of liquids, vapour pressure, surface tension, viscosity)
  • Gaseous state, measurable properties of gases, Boyle’s law, Charle’s law, and absolute scale of temperature, Avogadro’s hypothesis, ideal gas equation, Dalton’s law of partial pressures
  • Kinetic molecular theory of gases (the microscopic model of gas), deviation form ideal behaviour
  • The solid state ( classification of solids, X-ray studies of crystal lattices, and unit cells, packing of constituent particles in crystals)
  • Imperfection in solids, electrical, magnetic, and dielectic properties of solids
  • Liquid state (properties of liquids, vapour pressure, surface tension, viscosity)

Chemistry: Unit 03


Atomic structure
  • Constituents of the atom (discovery of electron, rutherford model of the atom)
  • Electronics structure of atoms-nature of light and electromagnetic waves, atomic spectra, Bohr’s model of hydrogen, shortcomings of the Bohr's model
  • Dual nature of matter and radiation
  • De-Broglie relation
  • The uncertainty principle, quantum mechanical model of the atom, orbitals and quantum numbers
  • Shapes of orbitals
  • Aufbau principle, Pauli exclusion principle, Hund’s rule, electronics configuration of atoms
  • Constituents of the atom (discovery of electron, rutherford model of the atom)
  • Electronics structure of atoms-nature of light and electromagnetic waves, atomic spectra, Bohr’s model of hydrogen, shortcomings of the Bohr's model
  • Dual nature of matter and radiation
  • De-Broglie relation
  • The uncertainty principle, quantum mechanical model of the atom, orbitals and quantum numbers
  • Shapes of orbitals
  • Aufbau principle, Pauli exclusion principle, Hund’s rule, electronics configuration of atoms

Chemistry: Unit 04


Solutions
  • Types of solutions, units of concentration, vapour-pressure of solutions and Raoult’s law
  • Colligative properties
  • Determination of molecular mass
  • Non-ideal solutions and abnormal molecular masses
  • Volumetric analysis-concentration unit
  • Types of solutions, units of concentration, vapour-pressure of solutions and Raoult’s law
  • Colligative properties
  • Determination of molecular mass
  • Non-ideal solutions and abnormal molecular masses
  • Volumetric analysis-concentration unit

Chemistry: Unit 05


Chemical energetics and thermodynamics
  • Energy changes during a chemical reaction, internal energy and enthalpy, internal energy and enthalpy changes, origin of enthalpy change in a reaction, Hess’s law of constant heat summation, numericals based on these concepts
  • Enthalpies of reactions (enthalpy of neutralization, enthalpy of combustion, enthalpy of fusion, and vaporization)
  • Sources of energy (conservation of energy sources and identification of alternative sources, pollution associated with consumption of fuels, the sun as the primary source)
  • First law of thermodynamics, relation between Internal energy and enthalpy, application of first law of thermodynamics
  • Second law of thermodynamics-entropy, Gibbs energy, spontaneity of a chemical reaction, Gibbs energy change and chemical equilibrium, Gibbs energy available for useful work
  • Energy changes during a chemical reaction, internal energy and enthalpy, internal energy and enthalpy changes, origin of enthalpy change in a reaction, Hess’s law of constant heat summation, numericals based on these concepts
  • Enthalpies of reactions (enthalpy of neutralization, enthalpy of combustion, enthalpy of fusion, and vaporization)
  • Sources of energy (conservation of energy sources and identification of alternative sources, pollution associated with consumption of fuels, the sun as the primary source)
  • First law of thermodynamics, relation between Internal energy and enthalpy, application of first law of thermodynamics
  • Second law of thermodynamics-entropy, Gibbs energy, spontaneity of a chemical reaction, Gibbs energy change and chemical equilibrium, Gibbs energy available for useful work

Chemistry: Unit 06


Chemical equilibrium
  • Equilibria involving physical changes (solid-liquid, liquid-gas equilibrium involving dissolution of solids in liquids, gases in liquids, general characteristics of equilibrium involving physical processes)
  • Equilibria involving chemical systems (the law of chemical equilibrium, the magnitude of the equilibrium constant, numerical problems)
  • Effect of changing conditions of systems at equilibrium (change of concentration, change of temperature, effect of catalyst-Le Chateliar’s principle)
  • Equilibria involving ions-ionization of electrolytes, weak, and strong electrolytes, acid-base equilibrium, various concepts of acids and bases, ionization of water, pH scale, solubility product, numericals based on these concepts
  • Equilibria involving physical changes (solid-liquid, liquid-gas equilibrium involving dissolution of solids in liquids, gases in liquids, general characteristics of equilibrium involving physical processes)
  • Equilibria involving chemical systems (the law of chemical equilibrium, the magnitude of the equilibrium constant, numerical problems)
  • Effect of changing conditions of systems at equilibrium (change of concentration, change of temperature, effect of catalyst-Le Chateliar’s principle)
  • Equilibria involving ions-ionization of electrolytes, weak, and strong electrolytes, acid-base equilibrium, various concepts of acids and bases, ionization of water, pH scale, solubility product, numericals based on these concepts

Chemistry: Unit 07


Redox reactions and electrochemistry
  • Oxidation and reduction as an electron transfer concept
  • Redox reactions in aqueous solutions-electrochemical cells
  • e.m.f. of a galvanic cell
  • Dependence of e.m.f. on concentration and temperature (NERNST)
  • Equation and numerical problems based on it
  • Electrolysis, oxidation number (rules for assigning oxidation number, redox reactions in terms of oxidation number, nomenclature)
  • Balancing of oxidation-reduction equations
  • Electrolytic conduction
  • Molar conductivity, Kohlrausch’s law and its applications, voltaic cell, electrode potential and electromotive force, Gibb’s energy change, and cell potential
  • Electrode potential and products of electrolysis, fuel cells, corrosion, and its prevention
  • Oxidation and reduction as an electron transfer concept
  • Redox reactions in aqueous solutions-electrochemical cells
  • e.m.f. of a galvanic cell
  • Dependence of e.m.f. on concentration and temperature (NERNST)
  • Equation and numerical problems based on it
  • Electrolysis, oxidation number (rules for assigning oxidation number, redox reactions in terms of oxidation number, nomenclature)
  • Balancing of oxidation-reduction equations
  • Electrolytic conduction
  • Molar conductivity, Kohlrausch’s law and its applications, voltaic cell, electrode potential and electromotive force, Gibb’s energy change, and cell potential
  • Electrode potential and products of electrolysis, fuel cells, corrosion, and its prevention

Chemistry: Unit 08


Rates of chemical reactions and chemical kinetics
  • Rate of reaction, instantaneous rate of reaction, and order of reaction
  • Factors affecting rates of reactions-factors affecting rate of collisions encountered between the reactant molecules, effect of temperature on the reaction rate, concept of activation energy catalyst
  • Effect of Light of Rates of Reactions
  • Elementary reactions as steps to more complex reactions
  • How fast are chemical reactions?, rate law expression
  • Order of a reaction (with suitable examples)
  • Units of Rates and Specific Rate Constant
  • Order of reaction and effect of concentration ( study will be confined to first order only)
  • Temperature dependence of rate constant-fast reactions (only elementary idea)
  • Mechanism of reaction (only elementary idea)
  • Photochemical reactions
  • Rate of reaction, instantaneous rate of reaction, and order of reaction
  • Factors affecting rates of reactions-factors affecting rate of collisions encountered between the reactant molecules, effect of temperature on the reaction rate, concept of activation energy catalyst
  • Effect of Light of Rates of Reactions
  • Elementary reactions as steps to more complex reactions
  • How fast are chemical reactions?, rate law expression
  • Order of a reaction (with suitable examples)
  • Units of Rates and Specific Rate Constant
  • Order of reaction and effect of concentration ( study will be confined to first order only)
  • Temperature dependence of rate constant-fast reactions (only elementary idea)
  • Mechanism of reaction (only elementary idea)
  • Photochemical reactions

Chemistry: Unit 09


Surface chemistry
  • Surface: adsorption-physical and chemical adsorption, adsorption isotherms
  • Colloids-preparation and general properties, emulsions, micelles
  • Catalysis: homogeneous and heterogeneous, structure of catalyst, enzymes, zeolites
  • Surface: adsorption-physical and chemical adsorption, adsorption isotherms
  • Colloids-preparation and general properties, emulsions, micelles
  • Catalysis: homogeneous and heterogeneous, structure of catalyst, enzymes, zeolites

Chemistry: Unit 10


Chemical families periodic properties
  • Modern periodic law, types of elements-representatives elements (s and p block, transition elements- d-block elements, inner transition elements- f-block elements)
  • Periodic trends in properties-ionization enthalpy, electron gain enthalpy, atomic radii, valence, periodicity in properties of compounds
  • Modern periodic law, types of elements-representatives elements (s and p block, transition elements- d-block elements, inner transition elements- f-block elements)
  • Periodic trends in properties-ionization enthalpy, electron gain enthalpy, atomic radii, valence, periodicity in properties of compounds

Chemistry: Unit 11


Chemical bonding and molecular structure
  • Chemical bonds and lewis structure, shapes of molecules ( VSEPR theory), quantum theory of the covalent bond, hydrogen and some other simple molecules, carbon compounds, hybridization, boron, and beryllium compounds
  • Coordinate covalent bond, ionic bond as an extreme case of polar covalent bond, ionic character of molecules, and polar molecules
  • Bonding in solid state ionic, molecular and covalent solids, metals
  • Hydrogen bond, resonance
  • Molecules: molecular orbital
  • Theory-bond order and magnetic properties of H2,O2,N2,F2 on the basis of MOT
  • Hybridisation involving s, p, and d orbitals (including shapes of simple organic molecules), dipole moment, and structure of molecules
  • Chemical bonds and lewis structure, shapes of molecules ( VSEPR theory), quantum theory of the covalent bond, hydrogen and some other simple molecules, carbon compounds, hybridization, boron, and beryllium compounds
  • Coordinate covalent bond, ionic bond as an extreme case of polar covalent bond, ionic character of molecules, and polar molecules
  • Bonding in solid state ionic, molecular and covalent solids, metals
  • Hydrogen bond, resonance
  • Molecules: molecular orbital
  • Theory-bond order and magnetic properties of H2,O2,N2,F2 on the basis of MOT
  • Hybridisation involving s, p, and d orbitals (including shapes of simple organic molecules), dipole moment, and structure of molecules

Chemistry: Unit 12


Chemistry of non-metals-I
  • Hydrogen (unique position in periodic table, occurrence, isotopes, properties, reactions, and uses), hydrides-molecular, soline, and interstitial oxygen (occurrence, preparation, properties, and reactions, uses), simple oxides
  • Ozone, water and hydrogen peroxide, structure of water molecule, and its aggregates, physical and chemical properties of water, hard and soft water, water softening, hydrogen peroxide preparation, properties, structure, and uses
  • Nitrogen-preparation, properties, uses, compounds of nitrogen-ammonia, oxides of nitrogen, nitric acid-preparation, properties, and uses
  • Hydrogen (unique position in periodic table, occurrence, isotopes, properties, reactions, and uses), hydrides-molecular, soline, and interstitial oxygen (occurrence, preparation, properties, and reactions, uses), simple oxides
  • Ozone, water and hydrogen peroxide, structure of water molecule, and its aggregates, physical and chemical properties of water, hard and soft water, water softening, hydrogen peroxide preparation, properties, structure, and uses
  • Nitrogen-preparation, properties, uses, compounds of nitrogen-ammonia, oxides of nitrogen, nitric acid-preparation, properties, and uses

Chemistry: Unit 13


Chemistry of non-metals-II
  • Boron-occurrence, isolation, physical, and chemical properties, borax and boric acid, uses of boron, and its compounds
  • Carbon, inorganic compounds of carbon-oxides, halides, carbides, elemental carbon
  • Silicon-occurrence, preparation, and properties, oxides and oxyacids of phosphorus, chemical fertilizers
  • Sulphur-occurrence and extraction, properties and reactions, oxides, sulphuric acid-preparation, properties, and uses, sodium thiosulphate
  • Halogens-occurrence, preparation, properties, hydrogen halides, uses of halogens
  • Noble gases-discovery, occurrence, and isolation, physical properties, chemistry of noble gases, and their uses
  • Boron-occurrence, isolation, physical, and chemical properties, borax and boric acid, uses of boron, and its compounds
  • Carbon, inorganic compounds of carbon-oxides, halides, carbides, elemental carbon
  • Silicon-occurrence, preparation, and properties, oxides and oxyacids of phosphorus, chemical fertilizers
  • Sulphur-occurrence and extraction, properties and reactions, oxides, sulphuric acid-preparation, properties, and uses, sodium thiosulphate
  • Halogens-occurrence, preparation, properties, hydrogen halides, uses of halogens
  • Noble gases-discovery, occurrence, and isolation, physical properties, chemistry of noble gases, and their uses

Chemistry: Unit 14


Chemistry of lighter metals
  • Sodium and potassium-occurrence and extraction, properties, and uses
  • Important compounds-NaCl, Na2CO3, NaHCO3, NaOH, KCI, KOH
  • Magnesium and calcium-occurrence and extraction, properties, and uses
  • Important compounds Mgcl2, MgSO4, CaO, Ca(OH)2, CaCO3, CaSO4, plaster of paris, bleaching powder
  • Aluminium-occurrence, extraction properties, and uses, compounds-AlCI3, alums
  • Cement
  • Biological role of sodium, potassium, magnesium, and calcium
  • Sodium and potassium-occurrence and extraction, properties, and uses
  • Important compounds-NaCl, Na2CO3, NaHCO3, NaOH, KCI, KOH
  • Magnesium and calcium-occurrence and extraction, properties, and uses
  • Important compounds Mgcl2, MgSO4, CaO, Ca(OH)2, CaCO3, CaSO4, plaster of paris, bleaching powder
  • Aluminium-occurrence, extraction properties, and uses, compounds-AlCI3, alums
  • Cement
  • Biological role of sodium, potassium, magnesium, and calcium

Chemistry: Unit 15


Heavy metals
  • Iron-occurrence and extraction, compounds of iron, oxides, halides, sulphides, sulphate, alloy, and steel
  • Copper and silver-occurrence and extraction, properties, and uses, compounds-sulphides, halides, and sulphates, photography
  • Zinc and mercury-occurrence and extraction, properties, and uses, compounds-oxides, halides, sulphides, and sulphates
  • Tin and lead-occurrence and extraction, properties, and uses, compounds-oxides, sulphides, halides
  • Iron-occurrence and extraction, compounds of iron, oxides, halides, sulphides, sulphate, alloy, and steel
  • Copper and silver-occurrence and extraction, properties, and uses, compounds-sulphides, halides, and sulphates, photography
  • Zinc and mercury-occurrence and extraction, properties, and uses, compounds-oxides, halides, sulphides, and sulphates
  • Tin and lead-occurrence and extraction, properties, and uses, compounds-oxides, sulphides, halides

Chemistry: Unit 16


Chemistry of representative elements
  • Periodic properties-trends in groups and periods (a) oxides-nature (b) halides-melting points (c) carbonates and sulphates-solubility
  • The chemistry of s and p block elements, electronics configuration, general characteristic properties and oxidation states of the following: group 1 elements-alkali metals, group 2 elements-alkaline earth metals, group 13 elements-boron family
  • Group 14 elements-carbon family, group 15 elements-nitrogen family, group 16 elements-oxygen family, group 17 elements-halogen family, group 18 elements-noble gases and hydrogen
  • Periodic properties-trends in groups and periods (a) oxides-nature (b) halides-melting points (c) carbonates and sulphates-solubility
  • The chemistry of s and p block elements, electronics configuration, general characteristic properties and oxidation states of the following: group 1 elements-alkali metals, group 2 elements-alkaline earth metals, group 13 elements-boron family
  • Group 14 elements-carbon family, group 15 elements-nitrogen family, group 16 elements-oxygen family, group 17 elements-halogen family, group 18 elements-noble gases and hydrogen

Chemistry: Unit 17


Transition metals including lanthanides
  • Electronic configuration: general characteristic properties, oxidation states of transition metals
  • First row transition metals and general properties of their compounds-oxides, halides, and sulphides
  • General properties of a second and third row transition elements (group wise discussion)
  • Preparation and reactions, properties, and uses of potassium dichromate, potassium permanganate
  • Inner transition elements: general discussion with special reference to oxidation states, and lanthanide contraction
  • Electronic configuration: general characteristic properties, oxidation states of transition metals
  • First row transition metals and general properties of their compounds-oxides, halides, and sulphides
  • General properties of a second and third row transition elements (group wise discussion)
  • Preparation and reactions, properties, and uses of potassium dichromate, potassium permanganate
  • Inner transition elements: general discussion with special reference to oxidation states, and lanthanide contraction

Chemistry: Unit 18


Coordination chemistry and organo metallics
  • Coordination compounds, nomenclature: isomerism in coordination compounds, bonding in coordination compounds, Werner’s coordination theory
  • Applications of coordination compounds
  • Coordination compounds, nomenclature: isomerism in coordination compounds, bonding in coordination compounds, Werner’s coordination theory
  • Applications of coordination compounds

Chemistry: Unit 19


Nuclear chemistry
  • Nature of Radiation from Radioactive Substances
  • Nuclear reactions, radio-active disintegration series, artificial transmutation of elements, nuclear fission and nuclear fusion: isotopes and their applications: radio carbon-dating
  • Nature of Radiation from Radioactive Substances
  • Nuclear reactions, radio-active disintegration series, artificial transmutation of elements, nuclear fission and nuclear fusion: isotopes and their applications: radio carbon-dating

Chemistry: Unit 20


Purification and characterisation of organic compounds
  • Purification (crystallization, sublimation, distillation, differential extraction, chromatography)
  • Qualitative analysis, detection of nitrogen, sulphur, phosphorus, and halogens
  • Quantitative analysis-estimation of carbon, hydrogen, nitrogen, halogens, sulphur, phosphorus (basic principles only), determination of molecular mass-silver salt method, cholroplatinate salt method, calculation of empirical formula, and molecular formula
  • Numerical problems in organic quantitative analysis, modern methods of structure elucidation
  • Purification (crystallization, sublimation, distillation, differential extraction, chromatography)
  • Qualitative analysis, detection of nitrogen, sulphur, phosphorus, and halogens
  • Quantitative analysis-estimation of carbon, hydrogen, nitrogen, halogens, sulphur, phosphorus (basic principles only), determination of molecular mass-silver salt method, cholroplatinate salt method, calculation of empirical formula, and molecular formula
  • Numerical problems in organic quantitative analysis, modern methods of structure elucidation

Chemistry: Unit 21


Some basic principles
  • Classification of organic compounds
  • Tetravalency of carbon, homologous series
  • Functional groups- -C=C-,-C C-, and groups containing halogen, oxygen, nitrogen, and sulphur
  • General introduction to naming organic compounds-common names and IUPAC nomenclature of alphatic, aromatic, and cyclic compounds
  • Illustration with examples of compounds having not more than three same of different functional groups/atoms
  • Isomerism-structural and stereoisomerism (geometrical and optical)
  • Chirality-isomerism in compounds having one and two chiral Centres
  • Enantiomers, diastereoisomers, recemic forms, recemisation, and resolution
  • Covalent bond fission-homolytic and heterolytic: free radicals carbocations and carbanions
  • Stability of carbocations and free radicals
  • Electrophiles and Nucleophiles
  • Electron displacement in a covalent bond-inductive effect, electromeric effect, resonance common types of organic reactions-substitution, addition, elimination, and rearrangement reactions
  • Illustration with examples
  • Classification of organic compounds
  • Tetravalency of carbon, homologous series
  • Functional groups- -C=C-,-C C-, and groups containing halogen, oxygen, nitrogen, and sulphur
  • General introduction to naming organic compounds-common names and IUPAC nomenclature of alphatic, aromatic, and cyclic compounds
  • Illustration with examples of compounds having not more than three same of different functional groups/atoms
  • Isomerism-structural and stereoisomerism (geometrical and optical)
  • Chirality-isomerism in compounds having one and two chiral Centres
  • Enantiomers, diastereoisomers, recemic forms, recemisation, and resolution
  • Covalent bond fission-homolytic and heterolytic: free radicals carbocations and carbanions
  • Stability of carbocations and free radicals
  • Electrophiles and Nucleophiles
  • Electron displacement in a covalent bond-inductive effect, electromeric effect, resonance common types of organic reactions-substitution, addition, elimination, and rearrangement reactions
  • Illustration with examples

Chemistry: Unit 22


Hydrocarbons
  • Classification
  • Sources of hydrocarbons: alkanes-general methods of preparation (from unsaturated hydrocarbons, alkylhalides, aldehydes, ketones, and carburoxylic acids)
  • Physical properties and reactions (substitution), oxidation, and miscellaneous)
  • Conformations of alkanes (ethane, popane butane) and cyclohexane, sawhorse and Newman projections)-mechanism of halogaration of alkanes
  • Alkanes and alkynes-general methods of preparation, physical peorperties, chemical reactions-mechanism of electrophilic addition reactions in alkenes-Markowni Koff’s rule, peroxide effect
  • Acidic character of Alkynes
  • Polymerisation of alkenes
  • Aromatic hydrocarbons-benzene and its homologues, isomerism, chemical reactions of benzene
  • Structure of benzene, resonance
  • Directive influence of substituents
  • Petroleum-hydro carbons from petroleum, cracking, and reforming, quality of gasoline, octane number, gasoline additives
  • Classification
  • Sources of hydrocarbons: alkanes-general methods of preparation (from unsaturated hydrocarbons, alkylhalides, aldehydes, ketones, and carburoxylic acids)
  • Physical properties and reactions (substitution), oxidation, and miscellaneous)
  • Conformations of alkanes (ethane, popane butane) and cyclohexane, sawhorse and Newman projections)-mechanism of halogaration of alkanes
  • Alkanes and alkynes-general methods of preparation, physical peorperties, chemical reactions-mechanism of electrophilic addition reactions in alkenes-Markowni Koff’s rule, peroxide effect
  • Acidic character of Alkynes
  • Polymerisation of alkenes
  • Aromatic hydrocarbons-benzene and its homologues, isomerism, chemical reactions of benzene
  • Structure of benzene, resonance
  • Directive influence of substituents
  • Petroleum-hydro carbons from petroleum, cracking, and reforming, quality of gasoline, octane number, gasoline additives

Chemistry: Unit 23


Organic compound containing halogens
  • Haloakanes and haloarenes-methods of preparation, physical properties, and reactions
  • Preparation, properties, and uses of chloroform, and lodoform
  • Haloakanes and haloarenes-methods of preparation, physical properties, and reactions
  • Preparation, properties, and uses of chloroform, and lodoform

Chemistry: Unit 24


Organic compounds containing oxygen
  • General methods of preparation, correlation of physical properties with their structures, chemical properties, and uses of alchols, polyhydric alcohols, ethers, aldehydes, ketones, carboxylic acids, and their derivatives, phenol
  • Benzaldehyde and benzoic acid-their important methods of preparation and reactions
  • Acidity of carboxylic acids and phenol effect of substituents on the acidity of carboxylic acids
  • General methods of preparation, correlation of physical properties with their structures, chemical properties, and uses of alchols, polyhydric alcohols, ethers, aldehydes, ketones, carboxylic acids, and their derivatives, phenol
  • Benzaldehyde and benzoic acid-their important methods of preparation and reactions
  • Acidity of carboxylic acids and phenol effect of substituents on the acidity of carboxylic acids

Chemistry: Unit 25


Organic compounds containing nitrogen
  • Cyanides, isocyanides, nitrocompounds and amines-nomenclature and classification of amines, cyanides, isocyanides, nitrocompounds, and their methods of preparation, correlation of their physical properties with structure
  • Chemical reactions and uses-basicity of amines
  • Cyanides, isocyanides, nitrocompounds and amines-nomenclature and classification of amines, cyanides, isocyanides, nitrocompounds, and their methods of preparation, correlation of their physical properties with structure
  • Chemical reactions and uses-basicity of amines

Chemistry: Unit 26


Synthetic and natural polymers
  • Classification on polymers, natural, and synthetic polymers (with stress on their general methods of preparation), and important uses of the following-Teflon, PVC, polystyrene, nylon-66, terylene, bakelite
  • Classification on polymers, natural, and synthetic polymers (with stress on their general methods of preparation), and important uses of the following-Teflon, PVC, polystyrene, nylon-66, terylene, bakelite

Chemistry: Unit 27


Bio molecules and biological processes
  • The cell and energy cycle, carbohydrates: monosaccharides, disaccharides, polysaccharides, amino acids and peptides-structure and classification
  • Proteins and enzymes-structure of proteins, role of enzymes
  • Nucleic acids-DNA and RNAm, biological functions of nucleic acids-protein synthesis and replication
  • Lipids-structure, membranes, and their functions
  • The cell and energy cycle, carbohydrates: monosaccharides, disaccharides, polysaccharides, amino acids and peptides-structure and classification
  • Proteins and enzymes-structure of proteins, role of enzymes
  • Nucleic acids-DNA and RNAm, biological functions of nucleic acids-protein synthesis and replication
  • Lipids-structure, membranes, and their functions

Chemistry: Unit 28


Chemistry in action
  • Dyes, chemicals in medicines (antipyretic, analgesic, antibiotics, and tranquilisers), rocket propellants
  • Structural formulae non-evaluative
  • Dyes, chemicals in medicines (antipyretic, analgesic, antibiotics, and tranquilisers), rocket propellants
  • Structural formulae non-evaluative

Chemistry: Unit 29


Environmental chemistry
  • Environmental pollutants, soil, water, and air pollution, major atmospheric pollutants, acid rain, ozone, and its reactions causing ozone layer depletion, effects of the depletion of ozone layer, industrial air pollution
  • Environmental pollutants, soil, water, and air pollution, major atmospheric pollutants, acid rain, ozone, and its reactions causing ozone layer depletion, effects of the depletion of ozone layer, industrial air pollution

Mathematics: Unit 01


Sets, relations, and functions
  • Sets and their representations, union, intersection, and complements of sets, and their algebraic properties, relations, equivalence relations, mappings, one-one, into, and onto mappings, composition of mappings
  • Sets and their representations, union, intersection, and complements of sets, and their algebraic properties, relations, equivalence relations, mappings, one-one, into, and onto mappings, composition of mappings

Mathematics: Unit 02


Complex numbers
  • Complex numbers in the form a+ib and their representation in a plane
  • Argand diagram
  • Algebra of complex numbers, modulus and argument (or amplitude) of a complex number, square root of a complex number
  • Cube roots of unity, triangle inequality
  • Complex numbers in the form a+ib and their representation in a plane
  • Argand diagram
  • Algebra of complex numbers, modulus and argument (or amplitude) of a complex number, square root of a complex number
  • Cube roots of unity, triangle inequality

Mathematics: Unit 03


Matrices and determinants
  • Determinants and matrices of order two and three, properties of determinants, evaluation of determinants
  • Area of triangles using determinants, addition and multiplication of matrices, adjoint, and inverse of matrix
  • Test of consistency and solution of simultaneous linear equations using determinants and matrices
  • Determinants and matrices of order two and three, properties of determinants, evaluation of determinants
  • Area of triangles using determinants, addition and multiplication of matrices, adjoint, and inverse of matrix
  • Test of consistency and solution of simultaneous linear equations using determinants and matrices

Mathematics: Unit 04


Quadratic equations
  • Quadratic equations in real and complex number system and their solutions
  • Relation between roots and co-efficients, nature of roots, formation of quadratic equations with given roots, symmetric functions of roots, equations reducible to quadratic equations-application to practical problems
  • Quadratic equations in real and complex number system and their solutions
  • Relation between roots and co-efficients, nature of roots, formation of quadratic equations with given roots, symmetric functions of roots, equations reducible to quadratic equations-application to practical problems

Mathematics: Unit 05


Permutations and combinations
  • Fundamental principle of counting, permutation as an arrangement and combination as selection, meaning of P (n,r) and C (n,r)
  • Simple applications
  • Fundamental principle of counting, permutation as an arrangement and combination as selection, meaning of P (n,r) and C (n,r)
  • Simple applications

Mathematics: Unit 06


Binomial theorem and its applications
  • Binomial theorem for a positive integral index, general term and middle term, binomial theorem for any index
  • Properties of binomial co-efficients
  • Simple applications for approximations
  • Binomial theorem for a positive integral index, general term and middle term, binomial theorem for any index
  • Properties of binomial co-efficients
  • Simple applications for approximations

Mathematics: Unit 07


Sequences and series
  • Arithmetic, geometric, and harmonic progressions
  • Insertion of arithmetic geometric and harmonic means between two given numbers
  • Relation between A.M., G.M. and H.M., special series: Sn,Sn2 ,Sn3
  • Arithmetico-geometric series, exponential, and logarithmic series
  • Arithmetic, geometric, and harmonic progressions
  • Insertion of arithmetic geometric and harmonic means between two given numbers
  • Relation between A.M., G.M. and H.M., special series: Sn,Sn2 ,Sn3
  • Arithmetico-geometric series, exponential, and logarithmic series

Mathematics: Unit 08


Differential calculus
  • Polynomials, rational, trigonometric, logarithmic, and exponential functions, inverse functions
  • Graphs of simple functions
  • Limits, continuity, differentiation of the sum, difference, product, and quotient of two functions: differentiation of trigonometric, inverse trigonometric, logarithmic, exponential, composite, and implicit functions, derivatives of order upto two
  • Applications of derivatives: rate of change of quantities, monotonic-increasing and decreasing functions, maxima and minima of functions of one variable, tangents and normals, Rolle’s and Lagrange’s mean value theorems
  • Polynomials, rational, trigonometric, logarithmic, and exponential functions, inverse functions
  • Graphs of simple functions
  • Limits, continuity, differentiation of the sum, difference, product, and quotient of two functions: differentiation of trigonometric, inverse trigonometric, logarithmic, exponential, composite, and implicit functions, derivatives of order upto two
  • Applications of derivatives: rate of change of quantities, monotonic-increasing and decreasing functions, maxima and minima of functions of one variable, tangents and normals, Rolle’s and Lagrange’s mean value theorems

Mathematics: Unit 09


Integral calculus
  • Integral as an anti-derivative
  • Fundamental integrals involving algebraic, trigonometric, exponential, and logarithmic functions
  • Integration by substitution, by parts, and partial fractions
  • Integration using trigonometric identities
  • Integral as limit of a sum
  • Properties of definite integrals
  • Evaluation of definite integrals, determining areas of the regions bounded by simple curves
  • Integral as an anti-derivative
  • Fundamental integrals involving algebraic, trigonometric, exponential, and logarithmic functions
  • Integration by substitution, by parts, and partial fractions
  • Integration using trigonometric identities
  • Integral as limit of a sum
  • Properties of definite integrals
  • Evaluation of definite integrals, determining areas of the regions bounded by simple curves

Mathematics: Unit 10


Differential equations
  • Ordinary differential equations, their order, and degree
  • Formation of differential equations
  • Solution of differential equations by the method of separation of variables
  • Solution of homogeneous and linear differential equations, and those of the type d2y/dx2= f(x)
  • Ordinary differential equations, their order, and degree
  • Formation of differential equations
  • Solution of differential equations by the method of separation of variables
  • Solution of homogeneous and linear differential equations, and those of the type d2y/dx2= f(x)

Mathematics: Unit 11


Two dimensional geometry
  • Recall of Cartesian system of rectangular coordinates in a plane, distance formula, area of a triangle, condition of the collinearity of three points, and section formula, centroid, and incentre of a triangle, locus and its equation, translation of axes
  • Slope of a line, parallel and perpendicular lines, intercepts of a line on the coordinate axes
  • The straight line and pair of straight lines: various forms of equations of a line, intersection of line, angles between two lines, conditions for concurrence of three lines
  • Distance of a point from a line equations of internal and external bisectors of angles between two lines, coordinates of centroid, orthocenter, and circumcentre of a triangle
  • Equation of family of lines passing through the point of intersection of two lines, homogeneous equation of second degree in x and y, angle between pair of lines through the origin, combined equation of the bisectors of the angles between a pair of lines
  • Condition for the general second degree equation to a represent a pair of lines, point of intersection, and angle between two lines
  • Circles and family of circles: standard form of equation of a circle, general form of the equation of a circle, its radius, and centre, equation of a circle in the parametric form, equation of a circle when the end points of a diameter are given
  • Points of intersection of a line and a circle with the centre at the origin and conditions for a line to be tangent to the circle, length of the tangent, equation of the tangent, equation of a family of circles through the intersection of two circles
  • Condition for two intersecting circles to be orthogonal
  • Conic sections: sections of cones, equations of conic sections (parabola, ellipse, and hyperbola) in standard forms, condition for y=mx+c to be a tangent and point (s) of tangency
  • Recall of Cartesian system of rectangular coordinates in a plane, distance formula, area of a triangle, condition of the collinearity of three points, and section formula, centroid, and incentre of a triangle, locus and its equation, translation of axes
  • Slope of a line, parallel and perpendicular lines, intercepts of a line on the coordinate axes
  • The straight line and pair of straight lines: various forms of equations of a line, intersection of line, angles between two lines, conditions for concurrence of three lines
  • Distance of a point from a line equations of internal and external bisectors of angles between two lines, coordinates of centroid, orthocenter, and circumcentre of a triangle
  • Equation of family of lines passing through the point of intersection of two lines, homogeneous equation of second degree in x and y, angle between pair of lines through the origin, combined equation of the bisectors of the angles between a pair of lines
  • Condition for the general second degree equation to a represent a pair of lines, point of intersection, and angle between two lines
  • Circles and family of circles: standard form of equation of a circle, general form of the equation of a circle, its radius, and centre, equation of a circle in the parametric form, equation of a circle when the end points of a diameter are given
  • Points of intersection of a line and a circle with the centre at the origin and conditions for a line to be tangent to the circle, length of the tangent, equation of the tangent, equation of a family of circles through the intersection of two circles
  • Condition for two intersecting circles to be orthogonal
  • Conic sections: sections of cones, equations of conic sections (parabola, ellipse, and hyperbola) in standard forms, condition for y=mx+c to be a tangent and point (s) of tangency

Mathematics: Unit 12


Three dimensional geometry
  • Coordinates of a point in space, distance between two points, section formula, direction ratios, and direction cosines, angle between two intersecting lines
  • Skew lines, the shortest distance between them, and its equation
  • Equations of a line and a plane in different forms, intersection of a line and a plane, coplanar lines, equation of a sphere, its centre, and radius
  • Diameter form of the equation of a sphere
  • Coordinates of a point in space, distance between two points, section formula, direction ratios, and direction cosines, angle between two intersecting lines
  • Skew lines, the shortest distance between them, and its equation
  • Equations of a line and a plane in different forms, intersection of a line and a plane, coplanar lines, equation of a sphere, its centre, and radius
  • Diameter form of the equation of a sphere

Mathematics: Unit 13


Vector algebra
  • 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
  • Application of vectors to plane geometry
  • 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
  • Application of vectors to plane geometry

Mathematics: Unit 14


Measures of central tendency and dispersion
  • Calculation of mean, median, and mode of grouped, and ungrouped data
  • Calculation of standard deviation, variance, and mean deviation for grouped, and ungrouped data
  • Calculation of mean, median, and mode of grouped, and ungrouped data
  • Calculation of standard deviation, variance, and mean deviation for grouped, and ungrouped data

Mathematics: Unit 15


Probability
  • Probability of an event, addition, and multiplication theorems of probability, and their application, conditional probability, Bayes' theorem, probability distribution of a random variate, binomial and poisson distributions, and their properties
  • Probability of an event, addition, and multiplication theorems of probability, and their application, conditional probability, Bayes' theorem, probability distribution of a random variate, binomial and poisson distributions, and their properties

Mathematics: Unit 16


Trigonometry
  • Trigonometrical identities and equations
  • Inverse trigonometric functions and their properties
  • Properties of triangles, including centroid, incentre, circum-centre, and orthocenter, solution of triangles
  • Heights and distances
  • Trigonometrical identities and equations
  • Inverse trigonometric functions and their properties
  • Properties of triangles, including centroid, incentre, circum-centre, and orthocenter, solution of triangles
  • Heights and distances
KIITEE 2025 B.B.A 2025

KIITEE 2025 Law 2025

KIITEE 2025 M.A. Mass Communication 2025

KIITEE 2025 M.C.A. 2025

Mathematics: Unit 01


Algebra of sets
  • Set operations, union, intersection, difference, symmetric difference, complement, Venn diagram, cartesian products of sets, relation, and function, composite function, inverse of a function, equivalence relation, kinds of Function
  • Set operations, union, intersection, difference, symmetric difference, complement, Venn diagram, cartesian products of sets, relation, and function, composite function, inverse of a function, equivalence relation, kinds of Function

Mathematics: Unit 02


Number systems
  • Real numbers (algebraic and other properties), rational and irrational numbers, complex numbers, algebra of complex numbers, conjugate and square root of a complex number, cube roots of unity, Demoivre’s theorem with simple applications
  • Permutation and combinations and their simple applications, mathematical induction, binomial theorem
  • Determinants up to third order, minors and cofactors, properties of determinants
  • Matrices up to third order, types of matrices
  • Algebra of matrices, adjoint and inverse of a matrix
  • Application of determinants and matrices to the solution of linear equation (in three unknows)
  • Real numbers (algebraic and other properties), rational and irrational numbers, complex numbers, algebra of complex numbers, conjugate and square root of a complex number, cube roots of unity, Demoivre’s theorem with simple applications
  • Permutation and combinations and their simple applications, mathematical induction, binomial theorem
  • Determinants up to third order, minors and cofactors, properties of determinants
  • Matrices up to third order, types of matrices
  • Algebra of matrices, adjoint and inverse of a matrix
  • Application of determinants and matrices to the solution of linear equation (in three unknows)

Mathematics: Unit 03


Trigonometry
  • Compound angles, multiple and sub-multiple angles, solution of trigonometric equations, properties of triangles, inverse circular function
  • Compound angles, multiple and sub-multiple angles, solution of trigonometric equations, properties of triangles, inverse circular function

Mathematics: Unit 04


Co-ordinate geometry of two dimension
  • Straight lines, pairs of straight lines, circles, equations of tangents, and normals to a circle
  • Equations of parabola, ellipse, and hyperbola, ellipse, and hyperbola in simple forms, and their tangents (focus, directix, eccentricity, and latus rectum in all cases)
  • Straight lines, pairs of straight lines, circles, equations of tangents, and normals to a circle
  • Equations of parabola, ellipse, and hyperbola, ellipse, and hyperbola in simple forms, and their tangents (focus, directix, eccentricity, and latus rectum in all cases)

Mathematics: Unit 05


Co-ordinate geometry of three dimension
  • Distance and division formulae, direction cosines, and direction ratios
  • Projections, angles between two planes, angle between a line, and plane
  • Equations of a spheregeneral equation
  • Distance and division formulae, direction cosines, and direction ratios
  • Projections, angles between two planes, angle between a line, and plane
  • Equations of a spheregeneral equation

Mathematics: Unit 06


Vector
  • Fundamentals, dot and cross product of two vectors, scalar triple product, simple applications (to geometry, work, and moment)
  • Fundamentals, dot and cross product of two vectors, scalar triple product, simple applications (to geometry, work, and moment)

Mathematics: Unit 07


Differential calculus
  • Concept of limit, continuity, derivation of standard functions, successive differentiation, simple cases, Leibnitz theorem, partial differentiation, simple cases, derivatives as rate measure, maxima and minima, indeterminate forms
  • Geometrical applications such as tangents and normals to plane curves
  • Concept of limit, continuity, derivation of standard functions, successive differentiation, simple cases, Leibnitz theorem, partial differentiation, simple cases, derivatives as rate measure, maxima and minima, indeterminate forms
  • Geometrical applications such as tangents and normals to plane curves

Mathematics: Unit 08


Integral calculus
  • Standard methods of integration (substitution, by pars, by partial fractions etc.), definite integrals and properties of definite integrals, areas under plane curves
  • Differential equations only simple cases such as (i) dy/dx = f(x), (ii) dy/dx=f(x) g (y), (iii) d2y/dx2=f(x) and application to motions in a straight line
  • Standard methods of integration (substitution, by pars, by partial fractions etc.), definite integrals and properties of definite integrals, areas under plane curves
  • Differential equations only simple cases such as (i) dy/dx = f(x), (ii) dy/dx=f(x) g (y), (iii) d2y/dx2=f(x) and application to motions in a straight line

Mathematics: Unit 09


Probability and Statistics
  • Averages (mean, median, and mode), dispersion (standard deviation and variance)
  • Definition of probability, mutually exclusive events, independent events, addition theorem
  • Averages (mean, median, and mode), dispersion (standard deviation and variance)
  • Definition of probability, mutually exclusive events, independent events, addition theorem

Computer awareness: Unit 01


Computer basics
  • Organization of a computer, central processing unit (CPU), structure of instructions in CPU, input/output devices, computer memory, back-up devices
  • Organization of a computer, central processing unit (CPU), structure of instructions in CPU, input/output devices, computer memory, back-up devices

Computer awareness: Unit 02


Data representation
  • Representation of characters, integers and fractions, binary and hexadecimal representations, binary arithmetic: addition, subtraction, multiplication, division, simple arithmetic, and two's complement arithmetic, floating point representation of numbers
  • Boolean algebra, truth tables, Venn diagram
  • Representation of characters, integers and fractions, binary and hexadecimal representations, binary arithmetic: addition, subtraction, multiplication, division, simple arithmetic, and two's complement arithmetic, floating point representation of numbers
  • Boolean algebra, truth tables, Venn diagram

B.Tech

To help the students with exam preparation, KIIT releases KIITEE mock test for all aspirants. Mock tests are like demo tests and allow the students to get familiar with the exam pattern, type of questions asked in the exam, etc. 

The mock test released by KIIT is only for demonstrative purposes and there are no scores mentioned. The test takers are advised to practice from mock test papers as it’ll prepare them for the actual exam day. 

B.Tech

To help the students with exam preparation, KIIT releases KIITEE mock test for all aspirants. Mock tests are like demo tests and allow the students to get familiar with the exam pattern, type of questions asked in the exam, etc. 

The mock test released by KIIT is only for demonstrative purposes and there are no scores mentioned. The test takers are advised to practice from mock test papers as it’ll prepare them for the actual exam day. 

Kalinga Institute of Industrial Technology has issued the KIITEE 2024 admit card for phase 3 in online mode on July 2. Candidates who have completed the application process will download the KIITEE 2024 admit card by typing in their application number and date of birth in the login window. The admit card of KIITEE 2024 mentions various key details like the roll number, name of the candidate, exam day instructions, photograph of the candidate, signature of the candidate, application form number, exam timings and exam centre address. 

Candidate should know that they will not receive the KIITEE admit card 2024 through courier or post. On the day of the examination, candidates must take their KIITEE 2024 admit card with themselves along with a valid government ID. Without the KIITEE admit card 2024, candidates will not appear in the examination hall.

B.Tech

The students have to book the slot for the exam – date and time of the exam as per their convenience. The slot booking of KIITEE exam is based on the first come first serve basis. The slot booking link is now available. After slot booking, students can download their admit card which carries the details of the exam.

Candidates need to login to the official website to do the slot booking with their Application number of date of birth. Once a slot is booked, it cannot be changed. 

B.Tech

The students have to book the slot for the exam – date and time of the exam as per their convenience. The slot booking of KIITEE exam is based on the first come first serve basis. The slot booking link is now available. After slot booking, students can download their admit card which carries the details of the exam.

Candidates need to login to the official website to do the slot booking with their Application number of date of birth. Once a slot is booked, it cannot be changed. 

The Kalinga Institute of Industrial Technology (KIIT) has announced the KIITEE 2024 phase 3 result on July 9. The university declared the KIITEE result 2024 for second phase on June 14 in online mode. Earlier, the KIIT had announced the KIITEE 2024 result for first phase on April 5, on its official website. Candidates who took the entrance test can check the KIITEE 2024 result by using their login credentials. The KIITEE result 2024 has been published along with the score card on the official website of the university. Candidates are advised to download their result/rank card and retain a copy of it to show at the time of counselling. 

How to check KIITEE Result 2024?

  • Go to the official website of KIITEE.
  • Click on the "KIITEE 2024 Exam Result Published" tab.
  • A login window will appear on the screen.
  • Enter your date of birth and application number in the given space.
  • Click on the "Continue" tab.
  • The results will be displayed on the screen.
  • Download and take printout of the KIITEE result for the future reference.

The cut off of KIITEE 2024 phase 2 was released on June 14. The KIITEE cutoff is usually released along with the entrance test result in online mode. Candidates who have appeared in the entrance exam can check the KIITEE cut off 2024 by visiting the official website of the institute. 

The KIITEE cut off is prepared on the basis of candidate's performance in the entrance examination. KIITEE cutoff 2024 is determined by the university, which means that the qualifying marks mentioned in the cutoff will be considered as final. Candidates are notified about the cutoff rank for the different courses based on the availability of seats for each course. Candidates having a score equal or above the KIITEE 2024 cutoff marks are called for the counseling process.

KIITEE Cut Off 2019

Courses

KIITEE Closing rank


Biotechnology (Dual Degree ) (B. Tech/ M. Tech) (5 Years)

3137

B. A. LL.B/ BBA LL.B/ B. Sc LL.B (5 years)


1980

B. Tech

26984

Bachelor of Architecture

1150

BBA

1561

BCA

925

B. Sc (Computer Science)

1561

Bachelor of Design

634

Bachelor of Film and TV Production

402

Master of Mass Communication (Integrated)

200

B. Com.

252

Master of Public Health

54

Master of Hospital Administration

81

Master of Mass Communication

43

MCA (Lateral Entry)

585

MCA

2216

M. Sc (Computer Science)

54

M. Sc. Biotechnology/ M. Sc. Applied Microbiology

517

M. Com

31

The university has started the KIITEE 2024 phase 3 counselling on July 9.  Candidates can apply for the KIITEE phase 3 counselling 2024 till July 11. The university will publish the KIITEE 2024 phase 3 seat allotment KIIT has published the KIITEE 2024 phase 2 allotment on June 25.  The KIITEE 2024 counselling registration process was closed on June 20. The KIIT has published the KIITEE counselling schedule 2024 on the official website. The institute conducts multiple rounds of KIITEE 2024 counselling as long as the seats are still vacant in all the programmes. Shortlisted candidates are required to attend the KIITEE counselling on the dates and times mentioned on the schedule. To attend the counselling, candidates will need to download the KIITEE 2024 counselling call letter from the official website of the KIIT University. 

During the KIITEE counselling 2024, the seats in various programmes are allotted to the candidates who have passed the entrance examination. The seat allocation process will be conducted purely on the basis of candidate's performance in the entrance exam. The document verification process will be conducted on the respective departments of the university. Candidates need to bring their original academic certificates at the time of KIITEE 2024 counselling. Only after the successful verification of the documents, seats will be allotted to the candidates. 

Documents required for KIITEE Counselling 2024

  • 10th pass certificate
  • 12th mark sheet pass certificate 
  • Admit card

  • B.Tech./B.E./MCA/M.Sc. or Equivalent Degree Certificate (For M.Tech./LLM/Ph.D  candidates)

  • Reserved category certificate issued by the Competent Authority  

  • GATE score card (for M.Tech. GATE Qualified only)

  • Rank card

  • Graduation mark sheet pass certificate only for MCA, MCA(LE), M.Sc. (Biotechnology/Applied Microbiology)

  • Diploma pass certificate and three years mark sheet (for Lateral Entry Candidates  

  • Demand draft of Rs. 75,000 which includes the non-refundable counselling registration fees of Rs.10,000 (Non-Refundable)

Documents Required at KIITEE 2025 counselling

Kalinga Institute of Industrial Technology Entrance Examination 2025

  • Admit card
  • Photo identity proof
  • Rank card
  • 10th pass certificate
  • 12th mark sheet and pass certificate
  • Graduation mark sheet and pass certificate (only for MCA, MCA(LE), M.Sc. Biotechnology/Applied Microbiology)
  • Reserved category certificate (if Applicable)
  • Diploma pass certificate and three years mark sheet (for Lateral Entry Candidates)
  • B.Tech./B.E./MCA/M.Sc. or Equivalent Degree Certificate (For M.Tech./LLM/Ph.D Candidates)
  • GATE score card (for M.Tech. GATE Qualified only)
  • Demand draft of Rs. 75,000 which includes the non-refundable counselling fee of Rs. 10,000

General Information

Contacts

0674-2741747 , 0674-2742103

Relevant Links

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Frequently Asked Questions

1. When will KIITEE hall ticket 2024 be out?

The Kalinga Institute of Industrial Technology has released the KIITEE 2024 hall ticket for phase 3 on July 2.

2. When will KIITEE result 2024 be out?

The Kalinga Institute of Industrial Technology has released the KIITEE second phase result 2024 on June 14, at kiitee.kiit.ac.in.

3. What is the duration of the KIITEE exam 2024?

The total duration of the KIITEE 2024 exam is 3 hours.

4. What is the fees of KIITEE application form 2024?

There is no application fee to apply for KIITEE 2024.

5. What are the documents required to carry to the KIITEE 2024 exam centre?

The candidates should carry their KIITEE admit card along with one of the valid ID proofs - Aadhar card, pan card, voter ID, driving license.

6. What happens after the announcement of the KIITEE entrance examination result?

The candidates have to appear in the KIITEE counselling 2024 by registering in the admission portal and the allotments will be done based on the candidate’s ranking and other factors.

7. Where can I find my KIITEE application number?

Candidates will get the application number of KIITEE at the time of regstration on their registered email ID and mobile number.

8. Can I change my KIITEE 2024 examination centre?

No, candidates cannot change the KIITEE exam centre 2024 after submitting the application number.

9. How many centres can be selected for the KIITEE 2024 exam?

Applicants can select a maximum of two examination centres for the KIITEE exam 2024.

10. What are login details required to check the KIITEE result 2024?

To check the KIITEE 2024 result, candidates have to enter their application ID and date of birth in the result login window.

11. What is KIITEE?

The Kalinga Institute of Industrial Technology conducts an entrance test for admission to UG and PG programmes known as Kalinga Institute of Industrial Technology Entrance Examination or KIITEE.

12. When will the KIITEE phase 2 application form 2024 be available?

The KIITEE application form 2024 for phase 3 was released on May 31, 2024, it is closed now.

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Questions related to KIITEE

Have a question related to KIITEE ?

Hi there,

Hope you are doing fine.

In 2016 KIITEE was a significant entrance exam for admissions into various undergraduate and postgraduate programs at KIIT University.

To know about the percentile and rank in the KIITEE examination in 2016, you can visit its official website and then check the previous year cutoffs and the corresponding marks and ranks to get an idea about the same. The cutoffs generally vary depending on a lot of factors like the number of seats available, the difficulty level of the examination and many more.

To get the detailed information about the same, you can contact its admission office or visit the website directly.

Hope this resolves your query.

The Indian Institute of Technology (IIT) Delhi uses the Joint Entrance Examination (JEE) advanced All India Rank (AIR) to admit students to its programs before appearing in jee advanced candidates need to qualify JEE Main (Paper 1) and they should be among the top 2,50,000 candidates.

The Joint Seat Allocation Authority (JoSAA) then conducts counseling rounds to assign seats to the candidates.

The cutoff for IIT Delhi varies by category, domicile, and quota for example for general category candidates rank 4849 get admission till last round but cse has higher cutoff than other branches the last rank in 2024 for CSE is 1026.in contrast BTech in Electronics and VLSI Engineering has lowest cutoff.

Hi there,

Hope you are doing fine.

In 2020 KIITEE was a significant entrance exam for admissions into various undergraduate and postgraduate programs at KIIT University.

To know about the percentile and rank in the KIITEE examination in 2016, you can visit its official website and then check the previous year cutoffs and the corresponding marks and ranks to get an idea about the same. The cutoffs generally vary depending on a lot of factors like the number of seats available, the difficulty level of the examination and many more.

To get the detailed information about the same, you can contact its admission office or visit the website directly.

Hope this resolves your query.

Securing admission in VIT Vellore without meeting the 60% PCM requirement is risky.

While waiting for your improvement exam results might seem like an option, consider these factors:

  • Seat Confirmation: Without fulfilling the eligibility criteria, your admission could be canceled.
  • Academic Loss: Delaying your studies by a semester might impact your overall academic progress.
  • KIIT Option: Exploring KIIT as an alternative while awaiting your results is a prudent decision.
  • Risk Assessment: Weigh the potential benefits of waiting against the risks involved.

Ultimately, the decision depends on your risk appetite and priorities. It's advisable to consult with academic advisors or counselors for guidance.

A 95.36 percentile in KIITEE 2024 puts you in a very strong position to secure a seat in Computer Science Engineering (CSE).

Historically, KIIT has witnessed increasing competition for CSE, but with a percentile this high, your chances are excellent. However, the final outcome depends on factors like:

  • Total number of applicants: The overall competition level in the exam.
  • Seat matrix: The distribution of seats across different campuses and specializations.
  • Category: If you belong to a reserved category, it might provide an additional advantage.

To get a more accurate estimate, you can:

  • Wait for the rank list: Once the rank list is released, you'll have a clearer picture of your position.
  • Analyze previous year cutoffs: Understanding past trends can give you an idea of the expected cutoff.
  • Participate in counselling: Actively participate in the counselling process to make informed choices.

With a percentile this high, you have a strong foundation for securing your desired branch.

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