Question $7$

$1$ pts

In order to cancel the following consensus term in the Boolean expression

$A^{\text{'}}{C}^{\text{'}}D+A^{\text{'}}BD+BCD+$ABC$+AC{D}^{\text{'}}$

What are the possible values of $x,Y$ and $Z($ refer to your Theorem and Law sheet$)$

$x=AC,Y=BD,Z=D^{\text{'}}$

$x=A^{\text{'}},Y=C^{\text{'}}D,Z=C{D}^{\text{'}}$

$x=A^{\text{'}},Y=BD,Z=BC$

$x=A^{\text{'}}{C}^{\text{'}},Y=D,Z=CD$