Then, immediately at time t$2=18\mathrm{.}975$ on the stopwatch, switch S$1$ is thrown open and switches S$2$ and S$3$ are closed $($S$4$ remains open$).$

$($f$).$ What is the charge $($in uC$)$ on C$1$ when the stop watch reads t$3=25\mathrm{.}3$ ms$?$

$39801060476257018301220$

$($g$).$ What is the current $($in mA$)$ through R$2$ at time t$3=25\mathrm{.}3$ ms$?$

$-314-37\mathrm{.}6-96\mathrm{.}4-145-203-83\mathrm{.}9$

$($h$).$ What is the voltage $($in V$)$ across R$2$ at t$3=25\mathrm{.}3$ ms$?$

$15\mathrm{.}922\mathrm{.}49\mathrm{.}224\mathrm{.}1334\mathrm{.}610\mathrm{.}6$

$($i$)$ What is the voltage $($in V$)$ across C$1$ at t$3=25\mathrm{.}3$ ms$?$

$10\mathrm{.}615\mathrm{.}99\mathrm{.}224\mathrm{.}1322\mathrm{.}434\mathrm{.}6$

$($j$)$ What is the energy $($in mJ$)$ on C$1$ at t$3=25\mathrm{.}3$ ms$?$

$2\mathrm{.}529\mathrm{.}7113\mathrm{.}721\mathrm{.}16\mathrm{.}475\mathrm{.}63$