How do you graph #y=4csc2x#?
1 Answer
Please see the explanation.
Explanation:
Given:
How to draw a graph for this trigonometric function?
Note that
Observe that
Analyze the graph below:
Note that the function
The function
For both the functions
Graph of the function
If values of
The function goes to infinity periodically and is symmetric with the origin.
At values of
The x-intercept of
Next, consider the given trigonometric function:
Use the form:
A Csc(BX - C) + D.
The variables used gives us the Amplitude and Period.
Amplitude = None
Period
Vertical Shift = D = 0
Frequency
To draw the graph, we can select a few points as shown below:
Vertical Asymptote =
Graph of
x-intercepts and y-intercepts = None