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Question
A, Band C represent switches in 'on' position and A', B' and C' represent them in off position. Construct a switching circuit representing the polynomial ABC + AB'C· + A'B'C. Using Boolean Algebra, prove that the .given 'polynomial can be simplified to C(A + B'). Construct an equivalent switching circuit
Solution
ABC + AB'C +A'B'C
= ABC + (A + A')B'C
= ABC + B'C
= (AB + B').C
=[(A + B').(B+B')] .C
= (A + B').C
= C(A + B')
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Anti-derivatives of Polynomials and Functions
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