Consider the solutions from the last problem for the three cases (a), (b), and (c): (a) x(t) = a cos(wot) (b) x(t) = a exp(-ßt) [(B/w1) sin(wit)+ cos(wit)] (c) x(t) = a exp(-wot) (wot + 1) . To understand and compare these functions, use a graph- ing software to plot them in a dimensionless form, using x(t)/a as the vertical axis and = wot as the variable for the range wot = [0, 67]. In (b) take B2 = w3/9.

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Consider the solutions from the
last problem for the three cases (a), (b), and (c):
(a) x(t) = a cos(wot)
(b) x(t) = a exp(-ßt) [(B/w1) sin(wit) + cos(wit)]
(c) x(t) = a exp(-wot) (wot + 1).
%3|
To understand and compare these functions, use a graph-
ing software to plot them in a dimensionless form, using
x(t)/a as the vertical axis and 5 = wot as the variable for
the range wot = [0, 67]. In (b) take B2 = w3/9.
Transcribed Image Text:Consider the solutions from the last problem for the three cases (a), (b), and (c): (a) x(t) = a cos(wot) (b) x(t) = a exp(-ßt) [(B/w1) sin(wit) + cos(wit)] (c) x(t) = a exp(-wot) (wot + 1). %3| To understand and compare these functions, use a graph- ing software to plot them in a dimensionless form, using x(t)/a as the vertical axis and 5 = wot as the variable for the range wot = [0, 67]. In (b) take B2 = w3/9.
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