What transformations are between fx and gx cubic functions

The video tutorial explains how to transform functions, focusing on multiplication and its effects on graphs. It covers vertical compression using a factor of 2/3 and clarifies the difference between compression and stretching. The tutorial also discusses shifting graphs horizontally and vertically using addition and subtraction, emphasizing the importance of understanding these transformations algebraically.

How do we go from f of x to g of x in terms of multiplication?

What is the factor needed to multiply 3 to get 2?

Explain the difference between a vertical compression and a vertical stretch.

If you go from 2 to 3, what multiplication factor would you use?

How do you shift a graph left by 4 units?