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Need help finding how the graph would look like please! Thankyou!

Need help finding how the graph would look like please! Thankyou!-example-1
User Makevoid
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1 Answer

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Solution

- We are asked to plot the function below:


y=\cos((1)/(4)x)

- The general formula for the cosine function is:


\begin{gathered} y=A\cos(Bx+C)+D \\ where, \\ (2\pi)/(T)=B \\ \\ T=\text{ Period} \end{gathered}

- Comparing this general formula to the question, we have;


\begin{gathered} (2\pi)/(T)=(1)/(4) \\ \\ \therefore T=2\pi*4 \\ T=8\pi \end{gathered}

- This implies that the period is 8π. Thus, our graph should stop at 8π.

- We have 4 divisions along the x-axis, thus, each division must be


(8\pi)/(4)=2\pi

- Plotting the graph, we have:

Need help finding how the graph would look like please! Thankyou!-example-1
User Peter Perot
by
8.3k points

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