Graphing trigonometric functions

Name the graph 

• y = cot x 
• y = sinx
• y = tan x 
• y = secx

Determine an equation for this graph:

• y=csc(x)
• y=sec(x)
• y=cot(x)
• y= tan(x)

Which function below matches this graph?

• 1/2tan(x)
• 1/2sec(x)
• -1/2tan(x)
• -1/2sec(x)

Assuming no transformations, what type of function is this?

• Sin

• Cos

• Tan

• Cot

13. Which of the following shows the graph of cotangent?

• 
• 
• 
• 

Which function below matches this graph?

• y=cot(x)

• y=cot4(x)

• y=cot8(x)

• y=π/4cot(x)

What are the vertical asymptotes for y = tan(x)?

• x = ... pi/2, 3pi/2, ....

• x = ... 0, pi, 2pi, ....

• There are no vertical asymptotes.

• x = infinity, x = - infinity

• y = 3tanx

• y = tanx - 3

• y = cotx - 3

• y = -cotx - 3

Which of the following functions has the same asymptote equation as the COTANGENT function?

• Sine

• Cosine

• Cosecant

• Secant