What is factor z^2(2x-y)+16(y-2x) ?

The solution to factor z^2(2x-y)+16(y-2x) is (2x-y)(z+4)(z-4)

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factor z^2(2x-y)+16(y-2x)

factor

z^{2} (2 x - y) + 16 (y - 2 x)

(2 x - y) (z + 4) (z - 4)

Solution steps

z^{2} (2 x - y) + 16 (y - 2 x)

16 (y - 2 x) = - 16 (2 x - y)

= z^{2} (2 x - y) - 16 (2 x - y)

Factor out common term

2 x - y

= (2 x - y) (z^{2} - 16)

Factor

z^{2} - 16 : (z + 4) (z - 4)

= (2 x - y) (z + 4) (z - 4)

ab c + ab c^{2}

k^{3} + 27

- \frac{25}{3} + 3

16 - 4 x^{2}

3 + 7 i - 3 i - 4

What is factor z^2(2x-y)+16(y-2x) ?
The solution to factor z^2(2x-y)+16(y-2x) is (2x-y)(z+4)(z-4)