What is factor p(x-3y)-(x-2p)(3y-x) ?

The solution to factor p(x-3y)-(x-2p)(3y-x) is p(x-3y)-(-(x-2p)(x-3y))

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factor p(x-3y)-(x-2p)(3y-x)

factor

p (x - 3 y) - (x - 2 p) (3 y - x)

p (x - 3 y) - (- (x - 2 p) (x - 3 y))

Solution steps

p (x - 3 y) - (x - 2 p) (3 y - x)

3 y - x = - (x - 3 y)

= p (x - 3 y) - (x - 2 p) (- (x - 3 y))

Apply rule:

a (- b) = - ab

(x - 2 p) (- (x - 3 y)) = - (x - 2 p) (x - 3 y)

= p (x - 3 y) - (- (x - 2 p) (x - 3 y))

y^{6} + 1

2 + {\frac{9 - 3}{3} (\frac{8}{\frac{6}{3}} - 10)}

4 sin^{2} (t) + 4 cos^{2} (t)

\frac{14 - 7 x}{7}

e^{3 l n (t)}

What is factor p(x-3y)-(x-2p)(3y-x) ?
The solution to factor p(x-3y)-(x-2p)(3y-x) is p(x-3y)-(-(x-2p)(x-3y))