How To Composes a Function Upon Itself

The video tutorial explains how to compose a function within itself, specifically focusing on F of F. It begins by defining F of X as 3X - 1 and demonstrates how to evaluate F of F(X) by substituting and simplifying the expression. The tutorial emphasizes the importance of using parentheses and applying the distributive property to simplify the expression further. The process concludes with a simplified expression of 9X - 4, illustrating the concept of function composition.

What does F of X represent in the context of the function composition discussed?

How do you evaluate F of X for the expression three X - 1?

What is the importance of using parentheses when evaluating the function?

Explain the distributive property as applied in the function composition example.

What is the final result of the function composition after applying the distributive property?