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KIIT Eligibility

Candidates who want to apply for KIIT must meet the following eligibility criteria :
Age Limit :A candidate should be born on or after 01.07.1996.
Educational Qualification :
• Candidates who have cleared 10+2 exam in the year 2014 or 2015 or appearing in the year 2016 are eligible to apply but they need to produce proof at the time of counselling.
• Candidates should have scored at least 60% in 10+2 exam or its equivalent in aggregate in PCM (Physics, Chemistry and Mathematics).
For B.Tech & M.Tech (Dual Degree) program in Biotechnology, candidates should have cleared class 12th or its equivalent with 60% marks in aggregate in Physics, Chemistry and Mathematics/Biology.

KIITEE Exam Pattern

It is important for aspirants to have knowledge of KIITEE Exam Pattern in order to excel in the examination. Knowing the complete detail of KIITEE Syllabus will help candidates in their preparation for the exam.
• KIITEE exam duration : 3 hours
• Mode of exam : Online
• Number of questions : 120 objective type questions; subjects will vary according to the applied course.
• Marking scheme : Four marks will be awarded for each correct answer and there will be negative marking of One mark for each incorrect answer. There will be no negative marking for unanswered questions.
• Language on the question paper : English

• Unit : -1 Algebra of Sets : Set operations, Union, Intersection, Difference, SymmetricDifference, Complement, Venn Diagram, Cartesian products of sets, Relation and Function, Composite Function, Inverse of a Function, Equivalence Relation, Kinds of Function.
• Unit : -2 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, De-moivre’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)
• Unit 3: -Trigonometry : Compound angles, Multiple and Sub-multiple angles, solution of trigonometric equations, Properties of triangles, Inverse circular function.
• Unit 4: -Co-ordinate Geometry of Two Dimensions : 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)
• Unit 5: -Co-ordinate Geometry of Three Dimensions: Distance and division formulae, Direction cosines and direction ratios. Projections, Angles between two planes, Angle between a line and plane.Equations of a sphere-general equation.
• Unit 6: -Vector Fundamentals, Dot and Cross product of two vectors, Scalar triple product, Simple Applications (to geometry, work and moment).
• Unit 7: -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.
• Unit 8: -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.
• Unit 9: -Probability and Statistics :
• Averages (Mean, Median and Mode), Dispersion (standard deviation and variance). Definition of probability, Mutually exclusive events, Independent events, Addition theorem.

Computer Basics: Organization of a Computer, Central Processing Unit (CPU), Structure of instructions in CPU, input/output devices, computer memory, back-up devices.

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.