What is factor 6u^2*(2u-5)^2-12u^2*(2u-5)*(u+5) ?

The solution to factor 6u^2*(2u-5)^2-12u^2*(2u-5)*(u+5) is -90u^2(2u-5)

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factor 6u^2(2u-5)^2-12u^2(2u-5)*(u+5)

factor

6 u^{2} \cdot (2 u - 5)^{2} - 12 u^{2} \cdot (2 u - 5) \cdot (u + 5)

- 90 u^{2} (2 u - 5)

Solution steps

6 u^{2} (2 u - 5)^{2} - 12 u^{2} (2 u - 5) (u + 5)

Factor out common term

6 u^{2} (2 u - 5) : 6 u^{2} (2 u - 5) (2 u - 5 - 2 (u + 5))

= 6 u^{2} (2 u - 5) (2 u - 5 - 2 (u + 5))

Simplify

6 u^{2} (2 u - 5) (2 u - 5 - 2 (u + 5)) : - 90 u^{2} (2 u - 5)

= - 90 u^{2} (2 u - 5)

\frac{- 18}{( - \frac{4}{9} )}

∣ x + 1 ∣ \leq 4

\frac{1}{5} - \frac{1}{2}

\frac{x}{2}

5 b^{4} - 15 b^{3} + 3 - b

What is factor 6u^2*(2u-5)^2-12u^2*(2u-5)*(u+5) ?
The solution to factor 6u^2*(2u-5)^2-12u^2*(2u-5)*(u+5) is -90u^2(2u-5)