Describe the motion of an object when displacement of the particle is zero at t=0s and its displacement is given by the equation x times t equals the arccosine of omega times t plus phi
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Explanation:
It would move back and forth in the x direction in a periodic, sinusoidal fashion. Think a mass attached to a spring that can both compress and stretch after it has been stretched a bit and then let go. And IDK if you are supposed to mention it, but the "displacement of the particle is zero at t=0 s" part means that = 0. Qualitatively, that doesn't mean anything about the motion, but rather when we start our clocks in measuring
it.
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