What is factor amx^2+bmxy-anxy-bny^2 ?

The solution to factor amx^2+bmxy-anxy-bny^2 is (ax+by)(mx-ny)

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factor amx^2+bmxy-anxy-bny^2

factor

am x^{2} + bm x y - an x y - bn y^{2}

(a x + b y) (m x - n y)

Solution steps

am x^{2} + bm x y - an x y - bn y^{2}

Factor

am x^{2} + bm x y : x m (a x + b y)

Factor

- an x y - bn y^{2} : - n y (a x + b y)

= x m (a x + b y) - n y (a x + b y)

Factor out common term

(a x + b y)

= (a x + b y) (x m - n y)

\frac{3 + 3}{3 - 3}

3 (3 x - 3)^{2} + 11 = 41

- 11 s^{2} + 26 s + 61 = 0

(12 mn) (- m^{3} n^{- 2} p^{5}) (2 m)

3 (2 y - 3) = 7

What is factor amx^2+bmxy-anxy-bny^2 ?
The solution to factor amx^2+bmxy-anxy-bny^2 is (ax+by)(mx-ny)