How to determine if a function is even odd or neither

The video tutorial explains how to determine if a function is even, odd, or neither by analyzing its symmetry graphically and algebraically. Even functions are symmetrical about the Y-axis, while odd functions are symmetrical about the origin. The tutorial provides methods to test functions algebraically by substituting negative values and checking for symmetry. It emphasizes understanding the concepts through graphical examples and algebraic testing, ensuring clarity in identifying function types.

How can reflecting points about the axes help in understanding function symmetry?

Explain how to determine if a function is odd using algebra.

What steps would you take to analyze a function that appears to have no symmetry?