(Solved): Given \( R 1=5 \Omega, R 2=11 \Omega, R 3=14 \Omega \), and \( L=5 H \), for the circuit shown in ...

Given \( R 1=5 \Omega, R 2=11 \Omega, R 3=14 \Omega \), and \( L=5 H \), for the circuit shown in the figure shown below, determine the output current, \( \mathrm{i}_{0}(\mathrm{t}) \). Assuming an output current in the form \( i_{o}(t)=K_{1}+K_{2} e^{\frac{-t}{\tau}} \), enter the value of \( K_{1} \) in \( \mathrm{mA} \). THE VALUES IN THIS PROBLEM MAY NOT MATCH THE NEXT PROBLEM! Notes on entering solution: