Determine If a Function is Odd Even or Neither

The video tutorial explains how to determine if a function is even or odd by analyzing the function F(x) and its transformations. It reviews the basic tenet that if F(-x) equals F(x), the function is even, and if F(-x) equals -F(x), the function is odd. The tutorial demonstrates plugging in F(-x) and analyzing the results, including the effects of powers and signs. Ultimately, it concludes that the function in question is neither odd nor even.

What happens when you plug in F of negative X? How do you analyze the result?

What conclusion can be drawn if the result does not match either the original function or the negative function?