Description
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(30 points) Simplify the following function by using boolean algebra F (x; y; z) = xy + x0 z + yz.
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(30 points) Derive that (x + y)(x0 + z)(y + z) = (x + y)(x0 + z) by using boolean algebra.
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(a) (30 points) Express the following function in sum of minterms and
product of maxterms by using truth table
F(A; B; C; D) = B0D + A0D + BD.
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(10 points) Simplify the standard expression F(A; B; C; D) = B0D + A0D + BD.
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