Generate the frequency transfer function from the general transfer function derived for a viscously damped system subject to a harmonic base motion considered in Problem 3.104 and identify the input, system, and output sinusoids.

Data From Problem 3.104:-

Derive the transfer function of a viscously damped system subject to a harmonic base motion, with the equation of motion:
\[m \ddot{x}+c(\dot{x}-\dot{y})+k(x-y)=0\]
where \(y(t)=Y \sin \omega t\).