Describe transformations of a function

The video tutorial covers the transformation of functions, specifically from F(x) to G(x), using shifts and reflections. It explains how to simplify expressions and factor them, focusing on vertical compression and multiplication. The tutorial also discusses the reflection of graphs across the Y-axis and the impact of shifts on graph positions.

How does the cosine graph look at the current stage of the class?

What transformations are needed to apply to the function F of X to obtain the function G of X?

What does it mean when we say there is a vertical compression of 3/5?

What is the significance of the reflection across the Y-axis in the context of graph transformations?

Explain the difference between vertical stretch and vertical compression in terms of their effects on a graph.