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If $p: 25$ is an odd prime number.
$q: 14$ is a composite number and
$r: 64$ is a perfect square number.
Then which of the following statement pattern is true?
Options:
$q: 14$ is a composite number and
$r: 64$ is a perfect square number.
Then which of the following statement pattern is true?
Solution:
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Verified Answer
The correct answer is:
$\sim p \vee(q \wedge r)$
Here, $P \equiv \mathrm{F}, q \equiv \mathrm{T}, r \equiv \mathrm{T}$
$\Rightarrow \sim p \vee(q \wedge r)$ is true
$\Rightarrow \sim p \vee(q \wedge r)$ is true
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