What is factor-75m-m^3+15m^2+125 ?

The solution to factor-75m-m^3+15m^2+125 is -(m-5)^3

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factor-75m-m^3+15m^2+125

factor

- 75 m - m^{3} + 15 m^{2} + 125

- (m - 5)^{3}

Solution steps

- 75 m - m^{3} + 15 m^{2} + 125

Write in the standard form

= - m^{3} + 15 m^{2} - 75 m + 125

Factor out

- 1 : - (m^{3} - 15 m^{2} + 75 m - 125)

= - (m^{3} - 15 m^{2} + 75 m - 125)

Factor

m^{3} - 15 m^{2} + 75 m - 125 : (m - 5)^{3}

= - (m - 5)^{3}

(4 x - x^{2}) (15 - x)

2 (3 x + 2) + 2 x

3 q^{2} r + 18 p^{3} q^{5} r^{5}

\frac{cos ( x )}{sin ( 3 x )}

(3 a + 1)^{3}

What is factor-75m-m^3+15m^2+125 ?
The solution to factor-75m-m^3+15m^2+125 is -(m-5)^3