Consider the logic statement: $"$If Mary obtains permission from her mother or her father and if Joe or Tom pick her up$,$ she may go to the cinema". This statement may be expressed as a Boolean equation using the following Boolean variables:

$F=$ Mary will $goto$ the cinema $(tru\frac{e}{f}$alse$)$

$A=$ Her mother will give her permission $(tru\frac{e}{f}$alse$)$

$B=$ Her father will give her permission $(tru\frac{e}{f}$alse$)$

$C=$ Joe will pick her $up(tru\frac{e}{f}$alse$)$

$D=$ Tom will pick her $up(tru\frac{e}{f}$alse$)$

Then $F=(A+B)*(C+D)$ is the Boolean equation that describes this statement. Implement the circuit for this logic equation and complete the Truth Table.