What is factor (3x-y)^2-4(3x-y)-32 ?

The solution to factor (3x-y)^2-4(3x-y)-32 is (3x-y+4)(3x-y-8)

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factor (3x-y)^2-4(3x-y)-32

factor

(3 x - y)^{2} - 4 (3 x - y) - 32

(3 x - y + 4) (3 x - y - 8)

Solution steps

(3 x - y)^{2} - 4 (3 x - y) - 32

Break the expression into groups

= ((3 x - y)^{2} + 4 (3 x - y)) + (- 8 (3 x - y) - 32)

Factor out

(3 x - y)

from

(3 x - y)^{2} + 4 (3 x - y) : (3 x - y) ((3 x - y) + 4)

Factor out

- 8

from

- 8 (3 x - y) - 32 : - 8 ((3 x - y) + 4)

= (3 x - y) ((3 x - y) + 4) - 8 ((3 x - y) + 4)

Factor out common term

(3 x - y) + 4

= ((3 x - y) + 4) ((3 x - y) - 8)

Refine

= (3 x + 4 - y) (3 x - y - 8)

cos^{3} (t) + sin^{3} (t)

(x - 3) + x^{2}

2^{5} \cdot 6^{- 5}

\frac{x + 6}{x ^{2} - 36}

d (e^{2 x})

What is factor (3x-y)^2-4(3x-y)-32 ?
The solution to factor (3x-y)^2-4(3x-y)-32 is (3x-y+4)(3x-y-8)