What is factor [(m-7)+n][(m-7)-n] ?

The solution to factor [(m-7)+n][(m-7)-n] is (m-7+n)(m-7-n)

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factor [(m-7)+n][(m-7)-n]

factor

[(m - 7) + n] [(m - 7) - n]

(m - 7 + n) (m - 7 - n)

Solution steps

((m - 7) + n) ((m - 7) - n)

Remove parentheses:

(a) = a

= (m - 7 + n) (m - 7 - n)

x^{2} + x

\frac{x ^{2} + x - 2}{x + 2}

2 x^{2} - 6 x π + 4 π^{2}

21 s u - 15 s v + 14 t u - 10 t v

4 d^{3} e^{2} - 12 d^{4} e f^{2}

What is factor [(m-7)+n][(m-7)-n] ?
The solution to factor [(m-7)+n][(m-7)-n] is (m-7+n)(m-7-n)