Lesson 13 of 16 • 3 upvotes • 11:21mins

Discussing how to compute the composition of functions when you are encountered with split functions. That is how you do the composition by keeping track of the domains.
16 lessons • 3h 11m
Introduction to the Course
5:02mins
Cartesian Product of Sets and the Defining Relations
13:17mins
Types of Relations: Equivalence Relation
12:16mins
Equivalence Classes (Congruence Modulo Example)
14:42mins
Application of Congruence Modulo Relation
9:21mins
Another Example Using the Congruence Modulo Definition
9:20mins
Introduction to Functions - Part 1
15:00mins
Introduction to Functions - Part 2
12:30mins
Injective, Surjective and Bijective Functions
12:54mins
Horizontal Line Tests and Composition of Functions
11:01mins
Composition and Inversions of Functions
15:00mins
Transformation of Graphs
14:03mins
Composition of Split Functions
11:21mins
Even and Odd Functions
14:40mins
Functional Equations and Periodic Functions
12:58mins
Problem Based on Periodic Functions
7:45mins