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Draw a graph of displacement varsus time as a function of time in simple harmonic motion. |
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Answer» Solution :Here, PLOTS of the graph of x versus t, which gives the value of displacement as a continuous FUNCTION of time. This displacement is `x(t)= A cos (OMEGA t+ phi)`. Where `A, omega" and "phi` are constants and they determine the characteristics of SHM. Here, below graph of displacement as a continuous function of time for simple harmonic MOTION is shown in figure.  The meaning of standard symbols in equation `x(t)= A cos (omega t+phi)` of SHM are shown in below box. x(t) = Displacement x as a function of time t, A= amplitude, `omega` = ANGULAR frequency, `omega t+ phi` = Phase (time- dependent), `phi` = Phase constant. |
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