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For integers m and n, both greater than 1,
consider the following three statements
$p : m$ divides n
$q : m$ divides $n^{2}$
$r : m$ is prime
Then

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$q \to p$

$p \land q \to r$

$q \land r \to p$

$q \to r$

answer is A.

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Detailed Solution

We know that if mis prime and $m ∣ n^{2}$ the nmln.

Thus $q \land r \to p$

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