SOLUTION: Factor completely if possible. p(p – m) – 7(m – p)
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Question 363579
:
Factor completely if possible.
p(p – m) – 7(m – p)
Found 2 solutions by
stanbon, ewatrrr
:
Answer by
stanbon(75887)
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Factor completely if possible.
p(p – m) – 7(m – p)
------
-p(m-p) -7(m-p)
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= (m-p)(-p-7)
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= -(m-p)(p-7)
=====================
Cheers,
Stan H.
Answer by
ewatrrr(24785)
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Hi
p(p – m) – 7(m – p)
p^2 - mp - 7m + 7p
p^2 + 7p -mp - 7m
p(p+7)- m(p+7)
(p-m)(p+7)
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