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Mathematics
Consider the two statements P: He is intelligent and Q: He is strong. Then the symbolic form of the statement It is not true that he is either intelligent or strong is
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Q. Consider the two statements $P$ : He is intelligent and $Q$ : He is strong. Then the symbolic form of the statement "It is not true that he is either intelligent or strong" is
KEAM
KEAM 2015
Mathematical Reasoning
A
$\sim P \vee Q$
0%
B
$\sim P \vee \sim Q$
0%
C
$\sim P \wedge \sim Q$
0%
D
$P \vee \sim Q$
100%
E
$\sim\left(P \,\vee \sim Q\right)$
100%
Solution:
$P$ : He is intelligent. $O:$ He is strong.
Then, it is not true that he is either intelligent or strong $=\sim(P \vee Q)$