What is factor m^3+22m^2+121m ?

The solution to factor m^3+22m^2+121m is m(m+11)^2

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factor m^3+22m^2+121m

factor

m^{3} + 22 m^{2} + 121 m

m (m + 11)^{2}

Solution steps

m^{3} + 22 m^{2} + 121 m

Factor out common term

m : m (m^{2} + 22 m + 121)

= m (m^{2} + 22 m + 121)

Factor

m^{2} + 22 m + 121 : (m + 11) (m + 11)

= m (m + 11) (m + 11)

Apply exponent rule:

aa = a^{2}

(m + 11) (m + 11) = (m + 11)^{2}

= m (m + 11)^{2}

w - (- 4) < 8

s im pl i f (648)^{\frac{1}{4}}

\frac{1}{cos ( x )}

(- 5 + 3 i) - (6 - i)

(3 x + 4)^{2} = 9

What is factor m^3+22m^2+121m ?
The solution to factor m^3+22m^2+121m is m(m+11)^2