What is the factors for $10 m^{3} n^{2} - 15 m^{2} n$ $10m^3 n^2 - 15m^2 n$ ?

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Answer 1 · 2015-05-09T22:43:22

The answer is $5 m^{2} n (2 m n - 3)$ $5m^2n(2mn-3)$

Factor $10 m^{3} n^{2} - 15 m^{2} n$ $10m^3n^2-15m^2n$ .

Factor out $5 m^{2} n$ $5m^2n$ .

$5 m^{2} n (\frac{10 m^{3} n^{2}}{5 m^{2} n} - \frac{15 m^{2} n}{5 m^{2} n})$ $5m^2n((10m^3n^2)/(5m^2n)-(15m^2n)/(5m^2n))$ =

$5 m^{2} n (2 m n - 3)$ $5m^2n(2mn-3)$

What is the factors for 10m^3 n^2 - 15m^2 n10m3n2−15m2n10m^3 n^2 - 15m^2 n?