Learn to Graph the Cotangent Function with a Change in Period

The video tutorial explains how to graph the cotangent function by identifying key points such as period, X scale, and shifts. It emphasizes the importance of understanding parent graphs and focuses on graph features like X intercepts and asymptotes. The tutorial guides through the process of graphing the cotangent function, highlighting changes in period and X scale.

What is the period of the cotangent function?

• π/B

• 2π

• 2π/B

• π/2

Which of the following functions does not have an amplitude?

• Cotangent

• Sine

• Cosine

• Secant

How is the horizontal shift of the cotangent function determined?

• By setting A = 0

• By setting D = 0

• By setting B = 0

• By setting BX - C = 0

What is the significance of identifying X intercepts and asymptotes when graphing the cotangent function?

• They help in identifying the period

• They determine the amplitude

• They are not important

• They define the shape and size of the graph

How does the X scale change when graphing the cotangent function?

• It is divided by four

• It is multiplied by two

• It is divided by two

• It remains the same