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Minimize the following Boolean Equations to obtain the expression on the right hand side. 1 F = (A/B + AB)(A + B) = 2 F
Minimize the following Boolean Equations to obtain the expression on the right hand side. 1 F = (A/B + AB)(A + B) = 2 F = (A + AB)(A +/B) = 3 F = /ABC + ABIC + AB + ABC = B 4 F = (A +/B)B= IAB 5. F = (A + B)(A + C) = AC + /AB 6. F = A +/AB + BC = A+B 7 F = A +/AB+ /BC= A + B + C 8 F = A/B + IAB + AB/C = A/B + AB + B/C 9 F = A(IA + B)(/B + C) = ABC 10 F = (A+B)(/A+C)(B+C+D) = AC+/AB+BC = AC + AB 11. F = A + /AB + AB + /A/B = 1 12 F = A + B +/A/BC + D = A+B+C+D 13 F = AB + /BCD + /A/B + A = A +/B 14 F = A + B +/A/BC + /CD = A+B+C+D 15 F = AD + BD + CD + /A/B/C = /A/B/C+D In the following example is the EX-OR Boolean Operator. 16 F = A/B/C + /AB/C + /A/BC + ABC =
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