Simplify the following Boolean e
(i) (AB' + A'B)'(A+B)
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Using a and b in place of A and B:
(ab'+a'b')'(a+b)
(ab')'(a'b')'(a+b) {De Morgans Law}
[a'+(b')'][(a')'+(b')'](a+b) {De Morgans Law}
(a'+b)(a+b)(a+b) {Involution}
(a'+b)(a+b) {Idempotence}
Simplified Expression: (a'+b)(a+b)
Refer to attachment for all boolean algebra laws.
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