One of the factors of (mn - nq - n2 + mq) is (m - n). The other factor is
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Correct Answer: Option A
Explanation:
mn - nq - n2 + mq
mn - n2 - nq + mq
(mn - n[sup][/sup]) - (nq - mq)
n(m - n) - q(n - m)
= n - q
mn - nq - n2 + mq
mn - n2 - nq + mq
(mn - n[sup][/sup]) - (nq - mq)
n(m - n) - q(n - m)
= n - q