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(Solved): Q1) Let the input to the system shown in Fig Q1, to be \( x(t)=4+12 \cos ^{2}\left(\pi f_{t} t\rig ...



Q1) Let the input to the system shown in Fig Q1, to be \( x(t)=4+12 \cos ^{2}\left(\pi f_{t} t\right)+8 \sin \left(2 \pi f_{o

Q1) Let the input to the system shown in Fig Q1, to be \( x(t)=4+12 \cos ^{2}\left(\pi f_{t} t\right)+8 \sin \left(2 \pi f_{o} t\right)+10 \sin \left(4 \pi f_{o} t\right) \), and the transfer function \( H(f)=\left\{\begin{array}{ll}1 / 5 & -1.5 f_{0}


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Solution: a) from the following diagram X(t)h(t)Y(t) ==> x(t)=4+12cos2(?ftt)+8sin(2?fot)+10sin(4?fot) ==> H(f)={1/5 ?1.5fo
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