minutes$)$ Can the following function, x$\text{'}$y$+$xz$+$yz$,$ be mindsto

$2.$ If not, enter NO$,$ If yes, use identities, laws and expressions towed in the tum and book to reduce the function to its lowest terms and thecte

When creating the function, use for not be bluse vor for exclusive or le nor for nore, nor and un rand

use xnor for exclusive$-$nor $($le$,$ axnorbij, use nand $($ie$,$ anandb$).$ Also, make sure all variables are lower case le ac ven

Make sure there are no gaps in the Boolean function le a