(Solved): For Q11,12: Consider the Laplace-domain circuit show in Figure 2. Solve the circuit using the mesh ...

For Q11,12: Consider the Laplace-domain circuit show in Figure 2. Solve the circuit using the mesh current method to answer the questions. Q11: The Laplace-domain mesh current $I_2(s)$ is given by $\begin{array}{l}\frac{3(a+3)}{a\left(a^2+5+6\right)}\\ \frac{7s}{s\left(t^2+3t+5\right)}\\ \frac{3(s+2)}{\left(x^2+5n+4\right)}\\ \frac{5(a+1.5)}{t\left(b^2+3t+5\right)}\\ \frac{(5+2)}{\left({?}^2+3t+4\right)}\\ \frac{6}{3\left(b^2+6z+4\right)}\end{array}$ Q12: What is the steady-state value (after all transients have died away) of the time-domain mesh current $i_1(t)$ ? (Note that this is not the same current as in Q11) $0.8\mathrm{A}$ $6\mathrm{A}$ $4\mathrm{A}$ $1.5\mathrm{A}$ $3\mathrm{A}$ $2\mathrm{A}$ 1.2 A