Sketch the graph $of$ a function with the given properties. You $do$ not need $to$ find $af$

$h(-2)=3,\underset{x-2^{-}}{lim}h(x)=2,\underset{x-2^{+}}{lim}h(x)=0,h(2)=\underset{x{2}^{-}}{lim}h(x)=4,\underset{x{2}^{+}}{lim}h(x)=1$

Which $of$ the following $is$ a graph that satisfies all $of$ the given conditions?

$A.$

$C.$