By redundancy theorem of Boolean Algebra, we have
$xy+\bar{x}z+yz=xy+\bar{x}z$.
My problem is, can we further simply the term in the right side of the above expression? That is, $xy+\bar{x}z=y+z$? Is the last expression true?
By redundancy theorem of Boolean Algebra, we have
$xy+\bar{x}z+yz=xy+\bar{x}z$.
My problem is, can we further simply the term in the right side of the above expression? That is, $xy+\bar{x}z=y+z$? Is the last expression true?
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