Find a function that models simple harmonic motion having the given properties. Assume that the displacement is maximum at time $t = 0$.amplitude $2.5 \mathrm {~m}$, frequency $750 \mathrm {~Hz}$
A) $y = 2.5 \sin 750 \pi t$
B) $y = 2.5 \sin 1500 \pi t$
C) $y = 2.5 \sin 1500 t$
D) $y = 2.5 \cos 750 \pi t$
E) none of these

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The Answer of Find a function that models simple harmonic motion having the given properties. Assume that the displacement is maximum at time $t = 0$.amplitude $2.5 \mathrm {~m}$, frequency $750 \mathrm {~Hz}$
A) $y = 2.5 \sin 750 \pi t$
B) $y = 2.5 \sin 1500 \pi t$
C) $y = 2.5 \sin 1500 t$
D) $y = 2.5 \cos 750 \pi t$
E) none of these

Find a Function That Models Simple Harmonic Motion Having the Given