A forced vibrating system is represented by
(d^(2))/((d)t^(2))y(t)+4((d)/(dt)y(t))+3y(t)=40sin(t)
The solution of the corresponding homogeneous equation is given by
y_(h)(t)=Ae^(-t)+Be^(-3t)
. Find the steady-state oscilation (that is, the response of the system after a sufficiently long time). Enter the expression in
t
for the steady-state oscilation below in Maple syntax. This question accepts formulas in Maple syntax. Plot | Help | Preview

Question

A forced vibrating system is represented by

(d^(2))/((d)t^(2))y(t)+4((d)/(dt)y(t))+3y(t)=40sin(t)

The solution of the corresponding homogeneous equation is given by

y_(h)(t)=Ae^(-t)+Be^(-3t)

. Find the steady-state oscilation (that is, the response of the system after a sufficiently long time). Enter the expression in

t

for the steady-state oscilation below in Maple syntax. This question accepts formulas in Maple syntax. Plot | Help | Preview

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(Solved): A forced vibrating system is represented by (d^(2))/((d)t^(2))y(t)+4((d)/(dt)y(t))+3y(t)=40sin(t) T ...