Learn How to Identify the Asymptotes of a CSC Function

The video tutorial explains the concept of cosecant as the reciprocal of sine and discusses the graphing of cosecant functions. It highlights the importance of understanding asymptotes, which occur where sine is zero, making cosecant undefined. The tutorial also covers how the period of the cosecant function changes when the function is modified, specifically when dealing with cosecant of X/2, resulting in a doubled period. The use of a graphing calculator is suggested for verification.

How does the period of the cosecant function change when the function is modified?

What is the new relationship of asymptotes when the period of cosecant is doubled?