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How do I graph y= 4/3 cos 3/2x ?
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First...you function y is a cosine signal ....since cosine is always bounded between +1 and -1, then your max and min values are 4/3 and -4/3 respectively.
Now you can sketch a cosine wave with the above max and min values.
You are only left to place the x-axis zero-corssings
You do that by letting cos(3/2x)=0
This can happen at (3/2)x = integer multiples of \[\pi/2\]
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\[(3/2)x=k*\pi/2\]
so \[x=k \pi/3\]
\[x=...,-2\pi/3,-\pi/3,\pi/3,2\pi/3,...\]
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