What is factor m(x+y-z)-nx-ny+nz ?

The solution to factor m(x+y-z)-nx-ny+nz is (x+y-z)(m-n)

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factor m(x+y-z)-nx-ny+nz

factor

m (x + y - z) - n x - n y + n z

(x + y - z) (m - n)

Solution steps

m (x + y - z) - n x - n y + n z

Factor out common term

n

= m (x + y - z) + n (- x - y + z)

Rewrite as

= (x + y - z) m - (x + y - z) n

Factor out common term

(x + y - z)

= (x + y - z) (m - n)

x^{a - 1} (y)^{1 - a}

(b + 3)^{3} - 27

(3 x - 3) (x + 4) - (x - 3) (2 x + 5)

ln (e^{2} - 1)

\frac{x y ^{2} - 4 x y}{y - 4}

What is factor m(x+y-z)-nx-ny+nz ?
The solution to factor m(x+y-z)-nx-ny+nz is (x+y-z)(m-n)