a) Draw a graph of the displacement y(m) against time t(s) for the time t=0s to t=2s
Solution:
Here, we assume that "y=\\sin 3t"
From "t=0" to "t=2"
At "t=0," "y=\\sin3(0)=\\sin0=0"
At "t=\\dfrac12," "y=\\sin3(\\dfrac12)=\\sin1.5=0.9974"
At "t=1," "y=\\sin3(1)=\\sin3=0.14112"
At "t=2," "y=\\sin3(2)=\\sin6=-0.27941"
Plotting these points and using general graph of "\\sin t" , we get:
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