Question

Consider the following logical expressions where A + B denotes A logical OR B, AB denotes...

Consider the following logical expressions where A + B denotes A logical OR B, AB denotes A logical AND B, and ¯ A denotes inverse of A. Derive at least one additive (to be added by logical OR operation) term (excluding obvious 0, 1, A ¯ A or similar) which will not affect the result of the expression. For example, adding (by means of logical OR) term B C D to AB C+ ¯AB D does not change the result, for instance AB C+ ¯AB D ≡ B C D+AB C+ ¯AB D. In this case B C D is such an additive term.

(a) AB C + B C ¯ D

(b) AB C + B C D. Note: B C 6= ¯ B ¯ C

(c) AB D + ¯AC + ¯B C

(d) AB C + B ¯ C

(e) ¯AB C D + ¯ A ¯B D + ¯ A ¯C D + AB D

Hint: consider using either consensus theorem or Karnaugh maps (a.k.a. K-maps) to solve the problem.

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