What is factor 5xy+15xm+3zy+9zm ?

The solution to factor 5xy+15xm+3zy+9zm is (y+3m)(5x+3z)

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factor 5xy+15xm+3zy+9zm

factor

5 x y + 15 x m + 3 zy + 9 z m

(y + 3 m) (5 x + 3 z)

Solution steps

5 x y + 15 x m + 3 zy + 9 z m

Rewrite as

= 5 x y + 3 \cdot 5 x m + 3 zy + 9 z m

Factor out common term

5 x

= 5 x (y + 3 m) + 3 zy + 9 z m

Rewrite as

= 5 x (y + 3 m) + 3 zy + 3 \cdot 3 z m

Factor out common term

3 z

= 5 x (y + 3 m) + 3 z (y + 3 m)

Factor out common term

(y + 3 m)

= (y + 3 m) (5 x + 3 z)

3 a + b c + 3 c + ab

\frac{x + 4}{x ^{3} + 64}

\frac{d}{d y} ((x) (2 x y))

(x + 5) - (3 x^{2})

f (2 a)

What is factor 5xy+15xm+3zy+9zm ?
The solution to factor 5xy+15xm+3zy+9zm is (y+3m)(5x+3z)