Question

How do you simplify `((3x)/y -x/1) / ((2y)/1 - y/x)`?

Answer 1

`((3x/y)-(x/1))/((2y/1)-(y/x))=(x^2(3-y))/(y^2(2x-1))`

Explanation:

[0]`((3x/y)-(x*y/(1*y))) /((2y*x/(1*x))-(y/x))=((3x/y)-(xy/y))/((2xy/x)-(y/x))`
[1]`((3x-xy)/y)/((2xy-y)/x)`
When you divided, you can also say that you multiply by the inverse.
[2]`(x(3-y))/y*x/(y(2x-1))`
[3]`(x^2(3-y))/(y^2(2x-1))`
\o/ here's the answer !