Question

Simplfy
`8x-5+2x(x)/(y)`

Answer 1

`8x-5+2x(x)/(y)` =
`(8xy-5y+2x^2)/(y)`

Explanation:

In this question, we need to simplify
`8x-5+2x(x)/(y)`

We can convert elements to fractions.

`8x=(8xy)/(y),\:5=(5y)/(y)`

=
`(8xy)/(y)-(5y)/(y)+(2x^2)/(y)`

As the denominators are equal, we can combine the fractions as follows :

=
`(8xy-5y+2x^2)/(y)`

Hence, the simplified form is :
`8x-5+2x(x)/(y)` =
`(8xy-5y+2x^2)/(y)`