Graphing the Sine Function with a Phase Shift

The video tutorial explains how to graph the function F(x) = 4sin(πx + π). It covers key concepts such as determining the amplitude and period of the function, identifying critical points, and graphing one and two periods of the function. The tutorial provides step-by-step instructions to help viewers understand the process of graphing trigonometric functions with transformations.

What is the amplitude of the function F of X = 4 times sine of Pi X + π?

How do you calculate the period of the function F of X = 4 times sine of Pi X + π?

What are the critical points of the function F of X = 4 times sine of Pi X + π?

Explain how to find the distance between critical points in the graph of the function.

What is the starting point of the graph for one period of the function F of X = 4 times sine of Pi X + π?

How does the amplitude affect the graph of the function F of X = 4 times sine of Pi X + π?

Describe the process of graphing two periods of the function F of X = 4 times sine of Pi X + π.