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What is the minimal form of the Karnaugh map shown below? Assume that X denotes a don't care term.

(A) \(\bar b\bar d\)

(B) \(\bar b\bar c+\bar b\bar c\)

(C) \(\bar b\bar d+a\overline {bc}d\)

(D) \(\bar b\bar d+\bar b\bar c+\bar c\bar d\)

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Best answer

 Correct option is (B) \(\bar b\bar c+\bar b\bar c\) 

a'b'+ c'd'

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