Question

divide: 72xy (X+5) (y-4) ÷36x (y-4)​

Answer 1

Answer:

see the attachment for answer

Answer 2

Given,

72xy (X+5) (y-4) ÷ 36x (y-4)

To find,

The value of 72xy (X+5) (y-4) ÷ 36x (y-4).

Solution,

We can easily solve this problem by following the given steps.

Now,

72xy (X+5) (y-4) ÷ 36x (y-4)

We have (y-4) in the numerator as well as the denominator. We will get 1 after dividing (y-4) by (y-4).

So, we will get

72xy (X+5) ÷ 36x

After dividing 72x by 36x, we will get

2y (X+5)

( Note that you can further solve it by multiplying 2y into the bracket. Then, we will get 2Xy + 10y.)

Hence, the answer will be 2y (X+5).