For the same unknown transfer function from problem $4$:

$G(s)=\frac{Y(s)}{R(s)}=\frac{160}{s^2+8s+16}$

a$.(4$ points$)$ Circle the number of the Bode Plot that matches the transfer function. To receive nartial aredit inctifi, voun ancuram haced unnn calculatione

$($ points$)$ What is the bandwidth of system $4$ above. $($NOTE: This system may or may not be the answer to part a$.)$

c$.(10$ points$)$ Determine the steady state response, $y_{ss}(t),$ to the given input function $r(t)$ where $r(t)=4sint$