Question: In the circuit shown, the switch is moved at time t=0. Assume that the inductor is in DC steady state when the switch is moved.It is known that the current i(t) shown in the circuit has the form given by i(t)=k1e-tτ+k2 [A]. Compute k1, k2, a, andvoltage, v(0+). Assume the following Vin=10V,R1=6Ω,R2=6Ω,R3=5Ω, and L=12H.v(0+)=

$In$ the circuit shown, the switch $is$ moved $at$ time $t=0.$ Assume that the inductor $isinDC$ steady state when the switch $is$ moved.

$Itis$ known that the current $i(t)$ shown $in$ the circuit has the form given $byi(t)=k_1{e}^{-\frac{t}{\tau }}+k_2[A].$ Compute $k_1,k_2,a,$ and

voltage, $v(0+).$ Assume the following $V_{in}=10V,R_1=6\Omega ,R_2=6\Omega ,R_3=5\Omega ,$ and $L=12H.$

$v(0+)=$