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I need help with this practiceIt asks to graph the function If you can ‼️ use Desmos to graph

I need help with this practiceIt asks to graph the function If you can ‼️ use Desmos-example-1
User Jimix
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1 Answer

22 votes
22 votes

Given the function:


y=\cot (x+(\pi)/(6))

Let's graph the function.

Apply the form:


y=a\cot (bx-c)+d

Thus, we have the values:

a = 1

b = 1

c = - π/6

d = 0

Here, the graph does not have a minimum of maximum value, hence there is no amplitude.

To find the period, we have:


period=(\pi)/(|b|)=(\pi)/(1)=\pi

For the phase shift, we have:


(c)/(b)=(-(\pi)/(6))/(1)=-(\pi)/(6)

Therefore, the graph of the function is:

I need help with this practiceIt asks to graph the function If you can ‼️ use Desmos-example-1
User Bunji
by
3.4k points