What is factor xy+xz+wy+wz ?

The solution to factor xy+xz+wy+wz is (y+z)(x+w)

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factor xy+xz+wy+wz

factor

x y + x z + w y + w z

(y + z) (x + w)

Solution steps

x y + x z + w y + w z

Factor out common term

x

= x (y + z) + w y + w z

Factor out common term

w

= x (y + z) + w (y + z)

Factor out common term

(y + z)

= (y + z) (x + w)

3 x - 6

6 a x - 20 b y - 8 b x + 15 a y

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

- (x^{3})

[1.6]