Sunday, March 11, 2007

AIEEE MATHS PAPER YEARWISE DISTRIBUTION


Set, Relations

Year

No. of Questions

Concept

2002

1

Domain, range of the function

2003

4

Odd and even function,one-one,onto function, Domain and application of equation

2004

5

Relations, Domain and range,onto,range,application

2005

3

Relations, Types of functions(one-one, onto…),Application of Functional Equation

2006

1

Relations

Complex Numbers

Year

No. of Questions

Concept

2002

3

Exponential form of Complex numbers, Locus of complex numbers, Inequalities of modulus of complex numbers

2003

3

Property of i, modulus and arguments, locus of the points

2004

3

Modulus and argument locus of the complex numbers, cube roots of unity

2005

3

Modulus, Cube roots

2006

2

Polar form, Cube roots of unity

ALGEBRA

TOPIC

2002

2003

2004

2005

2006

Quadratic Equations

No. of Qns.6 Roots ,properties of roots

No. of Qns.3 Sum of the roots, products of the roots, solutions of the equations with mod of x

No. of Qns.4 roots, common roots

No. of Qns.5 Roots of equation

No. of Qns.2

Roots of the equation

Permutation and Combination

No. of Qns 4 Combination formula, choosing a number under given condition, forming a five digit number divisibility

No. of Qns.3 Round table arrangement choosing questions

No. of Qns.2 Arrangement of letters, selection of items

No. of Qns.2 Arrangement based on permutation, formula from combination

No. of Qns.1 concept based on formula

Binomial Theorem

No. of Qns.4 Equal terms, just greater then term, sum of the coefficients

No. of Qns.3 First negative term, number of integral term, number of integral terms in the expansion

No. of Qns.3 Coefficient in the product, sum to n terms of series

No. of Qns.3 coefficient of the terms, for small and large x

No. of Qns.2 Sum of the coefficient of the equal term

Sequences & Series

No. of Qns.5 A.P.Series,G.P.and its properties

No. of Qns.5 Expansion as H.P.,sum to infinity

No.of Qns.3 Exponential series,A.P.,sum to n terms

No.of Qns.3 A.P.terms are given,G.P.condition is used for evaluation of determinants

No.of Qns.2 Based on expansion and properties

Matrices & Determinants

No.of Qns.2 Evaluating the determinant

No.of Qns.3 Evaluating the determinants with the cube roots of unity,2×2 matrix.

No.of Qns.3 Inverse, evaluation of determinant given in the terms are in G.P.

No.of Qns.4 Inverse, mathematical induction, expansion of determinants

No.of Qns.2 Inverse matrix system, Solution of system

CALCULUS

Topic

2002

2003

2004

2005

2006

Differential Calculus

No.of Qs.10

No.of Qs.8

No. of Qs.3

No.of Qs.7

No.of Qs.6

Integral Calculus

No.of Qs.6

No.of Qs.7

No. of Qs.8

No. of Qs.8

No.of Qs.4

Differential Equation

No. of Qs.3

No.of Qs.2

No.of Qs.3

No.of Qs.2

No.of Qs.1

TRIGONOMETRY

Topic

2002

2003

2004

2005

2006

Trigonometry

No.of Qs.3

No.of Qs.5

No.of Qs.4

No.of Qs.4

No.of Qs.2

PROBABILITY AND STATISTICS

Year

2002

2003

2004

2005

2006

No.of Qs

4

4

5

5

2

STATISTICS AND DYNAMICS

Year

2002

2003

2004

2005

2006

No.of Qs

2

6

6

6

3

VECTORS

2-3-DIMENSIONAL GEOMETRY

Year

2002

2003

2004

2005

2006

No.of Qs.

17

19

22

20

10

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