Can this Boolean expression:
$A*\overline{A*B}$
be expanded to give:
$A*\overline{A} * A*\overline{B}$
Although that appears to reduce to zero?
I know $A(\overline{A+B})$ can be expanded to give: $A*A + A*\overline{B}$
So can it work with an AND? How else do you simplify the first expression?