Simplify the following Boolean expression using algebraic laws:
F(A,B) = (A’+B)(A+B)
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Answer:
A2±ab±b2 is the right answer
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Step-by-step explanation:
F(A,B) = (A’+B)(A+B)
by taking B common from both bracket we get
=
A 'A+A'B+BA+B^2
=0+B(A+A') +B^2
=B+B^2
=B(B+1)
=B
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