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  • The statement “If x^{2} is not even, then x is not even” is converse of the statement A. If x^{2} is odd, then x is even.

The statement

“If x^{2} is not even, then x is not even” is converse of the statement
A. If x^{2} is odd, then x is even.
B. If x is not even, then x^{2} is not even.
C. If x is even, then x^{2} is even.
D. If x is odd, then x^{2} is even.

Answers (1)

Here, let p: x2 is not even & q: x is not even

Thus, p \rightarrow q, whose converse will be –

q \rightarrow p viz., If x is not even, then x^{2} is not even.

Thus, option B is the correct answer.

Posted by

infoexpert23

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