Truth Value for p^ q when x is replaced by 2 is also true. ( p^q is True)
<h3>What is a prime number?</h3>
The prime numbers are those numbers that have only one factor namely 1 and the number itself.
Given that p = x is prime and q = x is even. If we replace x by 2 then we would get
p = 2 is prime
q = 2 is even
p^q will be held true only if p and q both are true.
The statement for p and q both are true because 2 only has two factors only 1 and 2 themselves.
2 is also considered an even number (2,4,6,8,...)
Since p = true and q = true then
p and q = p^q = true
Thus, p^q is True.
Learn more about prime numbers;
brainly.com/question/4184435
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