Master graphing cosecant and secant with a change in period

The video tutorial explains how to graph secant and cosecant functions by understanding their reciprocal relationships with sine and cosine. It covers the importance of identifying asymptotes, the role of period and amplitude, and provides step-by-step instructions for graphing both functions. The tutorial emphasizes the transformation of sine and cosine graphs to their respective secant and cosecant graphs, highlighting key points such as intercepts and asymptotes.

What is the relationship between the cosecant and sine functions?

What happens to the cosecant graph at the points where the sine graph crosses the x-axis?

Explain how to identify asymptotes when graphing the cosecant function.

How do you convert a sine graph to a cosecant graph?

Describe the effect of amplitude on the cosecant graph.

What is the significance of the period in the cosecant function?

How do you determine the x-scale when graphing the cosecant function?

What is the importance of identifying maximum and minimum points when graphing cosecant?

Explain how to graph the secant function based on the cosine function.

What is the effect of a negative amplitude on the cosine graph?