Simply the following ABC+ĀBC + ABC + ABC.
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Explanation:
We can write ABC+AB’C+ABC’= ABC+AB’C+ABC+ABC’ because for all X, X+X=X in boolean algebra. Then, since ABC+AB’C=A(B+B’)C=AC and ABC+ABC’=AB(C+C’)=AB, the original expression becomes AC+AB, which can also be written as A(C+B).
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Answer:
ÃBÇDÈFGHÎJKLMÑØPQRSSTUVWXYZ
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