Overview
Syllabus
Chapter No.
Module No.
Module Name
Chapter 1
Module 1
Introduction to Sets and Types
Module 2
Subsets and Supersets
Module 3
Set Notations
Module 4
Algebra of Sets
Module 5
Application of algebra on Sets
Assignment 1
Chapter 2
Module 6
Relations and Functions - Part 1
Module 7
Relations and Functions - Part 2
Module 8
Relations and Functions - Part 3
Module 9
Relations and Functions - Part 4
Assignment 2
Chapter 3
Module 10
TrigonometryFunctions- Part 1
Module 11
TrigonometryFunctions- Part 2
Module 12
TrigonometryFunctions- Part 3
Module 13
TrigonometryFunctions- Part 4
Module 14
TrigonometryFunctions- Part 5
Module 15
TrigonometryFunctions- Part 6
Module 16
TrigonometryFunctions- Part 7
Module 17
TrigonometryFunctions- Part 8
Assignment 3
Chapter 4
Module 18
Principle of Mathematical Induction- Part 1
Module 19
Principle of Mathematical Induction - Part 2
Assignment 4
Chapter 5
Module 20
Complex Numbers – Introduction Operations on Complex Numbers
Module 21
Complex Numbers – Argand Plane and Polar Representation
Assignment 5
Chapter 6
Module 22
Linear Inequalities
Module 23
Equation and Inequality
Module 24
Graphical Solution of Linear Inequalities
Module 25
Solving Simultaneous Equations
Assignment 6
Chapter 7
Module 26
Permutation and Combination - Part 1
Module 27
Permutation and Combination - Part 2
Module 28
Permutation and Combination: Part 3
Assignment 7
Final Assessment
Taught by
Prof. T. P. Sarma