Table of Content |
S.No. |
Modules |
1 |
Set Notations
|
2 |
Subsets and Supersets |
3 |
Venn Diagram |
4 |
Algebra of Sets |
5 |
Application of algebra on Sets |
6 |
Cartesian Product |
7 |
Domain, Range and Number of Relations |
8 |
Domain, Range and Type of Functions |
9 |
Problems based on Relation and Functions |
10 |
Measurement of angles, degree, radian, conversion from radian to degree and vice versa, arc length |
11 |
Trigonometric Functions and its Signs |
12 |
Domain, Range and Graphs of Trigonometric Functions |
13 |
Sine and Cosine of sum and difference of two angles, tangent and cotangent of sum and difference of two angles |
14 |
Trigonometric functions of multiple and submultiples angles |
15 |
Transformation of sum and difference of trigonometric and functions into product of trigonometric functions |
16 |
Trigonometric Equations |
17 |
Sine rule, Cosine rule |
18 |
Principle of Mathematical Induction |
19 |
Examples of Mathematical Induction |
20 |
Complex Numbers – Introduction, Operations on Complex Numbers |
21 |
Complex Numbers – Argand Plane and Polar Representation |
22 |
Linear Inequalities |
23 |
Equation and Inequality |
24 |
Graphical Solution of Linear Inequalities |
25 |
Solving simultaneous equations
|
26 |
Permutation and Combination |
27 |
Visualization skills, Picture Method – Tree diagram |
28 |
Fundamental principle of counting Product rule |