Question

How do you factor 3ax+3ay+bx+by?

Answer 1

$\underline\bold {\huge {ANSWER\::}}$

Factoring polynomials is a crucial step to using the quadratic formula. Factoring polynomials is easier, though, and faster, too.

3ax+3ay+bx+by.

Step 1:

Grouping .

We have:

(3ax+3ay)+(bx+by)

Step 2:

Take out the highest common factor from each group.

We get:

3a ( x+y) + b (x+y)

Step 3:-

Taking common factor

We get:

(x+y)(3a+b).

$\underline\bold {\huge {Solution:\::}}$

(x+y)(3a+b).

Answer 2

Here ¡$ ¥oUr @n$

3ax-3ay-bx+by

3a(x-y)-b(x-y)

(x-y)(3a-b)...

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