What is factor 4uv^2(2u-v)+6u^2v(v-2u) ?

The solution to factor 4uv^2(2u-v)+6u^2v(v-2u) is 2uv(2u-v)(2v-3u)

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factor 4uv^2(2u-v)+6u^2v(v-2u)

factor

4 u v^{2} (2 u - v) + 6 u^{2} v (v - 2 u)

2 uv (2 u - v) (2 v - 3 u)

Solution steps

4 u v^{2} (2 u - v) + 6 u^{2} v (v - 2 u)

6 u^{2} v (v - 2 u) = - 6 u^{2} v (2 u - v)

= 4 u v^{2} (2 u - v) - 6 u^{2} v (2 u - v)

Factor out common term

2 uv (2 u - v) : 2 uv (2 u - v) (2 v - 3 u)

= 2 uv (2 u - v) (2 v - 3 u)

\frac{9 x ^{4} y ^{3}}{3 x ^{10} y ^{7}}

\frac{7 ^{4}}{7}

4 x^{2} + 20 x - 25 = 0

∣ (2 x) ∣ > 6

X = 1.35 \frac{( 25200 ) ( 1.125 )}{\frac{3.1416}{32} ( 2.2 5 ^{4} )}

What is factor 4uv^2(2u-v)+6u^2v(v-2u) ?
The solution to factor 4uv^2(2u-v)+6u^2v(v-2u) is 2uv(2u-v)(2v-3u)