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Prove that xy+yz+yz'=y

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Prove that xy+yz+yz'=y

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xy + y( z+z' ) = xy + y          .....( ∵ x+x' = 1 in boolean algebra )

==> y ( x + 1 ) = y              .....(  ∵ x+1 = 1 in boolean algebra )

==> Hence LHS = RHS
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