If m is a factor of $14 p q$ , then m is also a factor of $28 p^{2} q$ .

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Solution

The correct option is A
3

$14 p q$ itself is a factor of $28 p^{2} q$ . Thus, any factor of $14 p q$ will also be a factor of $28 p^{2} q$ .

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Similar questions

If 3 is a factor of $14 p q$ , then 3 is also a factor of $28 p^{2} q$ .

State whether the given statement is true or false.
If 3 is a factor of $14 p q$ , then 3 is also a factor of $28 p^{2} q$ .

If 3 is a factor of $14 p q$ , then 3 is also a factor of $28 p^{2} q$ .

14 p q, 28 p^{2} q^{2}

Which of the following is/are the irreducible factor(s) of $3 m^{2} + 9 m + 6 ?$

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