Determine the input-output differential equation for the system. \begin{array}{l} =\\ y+3 y+4 y+5 y=u(t) \end{array} \dddot y+3 \ddot{y}+4 \ddot{y}+5 \dot{y}=u(t) \begin{array}{l} 0\\ y+3 y+4 y+5 y=\dot{4}(t) \end{array} \ddot{y}+3 y+4 \dot{y}+5 j=\dot{u}(t)

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