What is factor m^2+14mn+24n^2 ?

The solution to factor m^2+14mn+24n^2 is (m+2n)(m+12n)

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factor m^2+14mn+24n^2

factor

m^{2} + 14 mn + 24 n^{2}

(m + 2 n) (m + 12 n)

Solution steps

m^{2} + 14 mn + 24 n^{2}

Break the expression into groups

= (m^{2} + 2 mn) + (12 mn + 24 n^{2})

Factor out

m

from

m^{2} + 2 mn : m (m + 2 n)

Factor out

12 n

from

12 mn + 24 n^{2} : 12 n (m + 2 n)

= m (m + 2 n) + 12 n (m + 2 n)

Factor out common term

m + 2 n

= (m + 2 n) (m + 12 n)

- 7 x - 50 \leq - 1

2 x + 4 \geq - 24

14 \cdot \frac{1}{2}

x = e^{l n (7)}

\frac{( 12.55 - 12.42 )}{1.35} = \frac{x}{100}

What is factor m^2+14mn+24n^2 ?
The solution to factor m^2+14mn+24n^2 is (m+2n)(m+12n)