To implement the given function in SOP and POS circuit, we need to find the logical expression for the given minterms.

Using K-map, we can find the minimized boolean expression in SOP form.

$F(A,B,C,D)=A'C+BD+AB$

SOP can be converted into POS form by applying DeMorgan's law.

$\begin{align*} \text{POS}&=F'\\[2ex] &=(A'C+BD+AB)'\\[2ex] &=(A'C)'\cdot (BD)'\cdot (AB)'\\[2ex] &=[(A')'+C'][B'+D'][A'+B']\\[2ex]\therefore \text{POS}=F'&=[A+C'][B'+D'][A'+B']\end{align*}$

SOP circuit: