A) 1, 0
B) 1, 1
C) 0, 1
D) 0, 0
Correct Answer: B
Solution :
The output of the given combinations can be given as \[D=\overline{(A+B)\cdot C}\] \[=\overline{(A+B)}+\overline{C}\] If \[A=B=C=0\] Then, \[D=(\overline{0+0})+\overline{0}=(\overline{0}+\overline{0})=1+1=1\] and If \[A=B=1,\,C=0\] Then \[D=(\overline{1+1})+\overline{0}=(\overline{1}+\overline{0})=0+1=1\]You need to login to perform this action.
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