2-3. +Prove the identity of each of the following Boolean equations, using algebraic manipulation: B + CD (a) AB+BCD+ABC+CD= (b) WY+ WYZ+WXZ+WXY WY+WXZ+XYZ + XYZ (c) AC + AB + BC + D = (A + B + C + D)(A + B + C + D) 1

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2-3. +Prove the identity of each of the following Boolean equations, using
algebraic manipulation:
(a) AB + BCD+ABC+CD= B + CD
(b) WY + WYZ+WXZ+WXY = WY+WXZ + XYZ + XYZ
(c) AC + AB + BC + D = (A+B+C+D) (A + B + C + D)
2-6. Simplify the following Boolean expressions to expressions containing a
minimum number of literals:
(a) AC + ABC + BC
(b) (A+B)(A + B)
(c) ABC + AC
(d) BC +B(AD + CD)
(e) (B+C+BC) (BC + AB + AC)
Transcribed Image Text:2-3. +Prove the identity of each of the following Boolean equations, using algebraic manipulation: (a) AB + BCD+ABC+CD= B + CD (b) WY + WYZ+WXZ+WXY = WY+WXZ + XYZ + XYZ (c) AC + AB + BC + D = (A+B+C+D) (A + B + C + D) 2-6. Simplify the following Boolean expressions to expressions containing a minimum number of literals: (a) AC + ABC + BC (b) (A+B)(A + B) (c) ABC + AC (d) BC +B(AD + CD) (e) (B+C+BC) (BC + AB + AC)
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