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For the simple harmonic motion equation d=9cos (pi/2)t), what is the frequency? Please explain. Thank you!
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Here's an example: For cos(t), t going from 0 to 2pi is one period. If I change the function to cos(2t), then t going from 0 to pi makes (2t) go from 0 to 2pi. So now the period is just pi. \(\omega t=(2\pi f)t=(\pi /2)t\) Can you work it out from there?
@YanaSidlinskiy would the answer be 1/4
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