The output (y(t)) of figure shown below with three inputs (u_{1}, u_{2}) and (u_{3}) using superposition, is
Question:
The output \(y(t)\) of figure shown below with three inputs \(u_{1}, u_{2}\) and \(u_{3}\) using superposition, is
(a) \(y(t)=5\left(\cos t-2 \sin 2 t-t^{2}\right)\)
(b) \(y(t)=5\left(\cos t+2 \sin 2 t-t^{2}\right)\)
(c) \(y(t)=5\left(\cos t-2 \sin 2 t+t^{2}\right)\)
(d) \(y(t)=5\left(\cos t+2 \sin 2 t+t^{2}\right)\)
Transcribed Image Text:
U = cos 2t U = sin t + d dt uz (1)=1 + 5 y(t)
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The system shown in the figure seems to represent a linear system where the principle of superposition applies This means that the systems response to ...View the full answer
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