Выражение: (3/2х-y - 2/2x+y - 1/2x-5y)/y^2 дробь 4x^2-y^2

1)3/(2x-y) - 2/(2x+y) - 1/(2x-5y)=
= (3(2x-5y)(2x+y)-2(2x-y)(2x-5y) - (2x-y)(2x+y))/(4x²-y²)(2x-5y)=
=(12x²+6xy-30xy-15y²-8x²+20xy+4xy-10y²-4x²+y²)/(4x²-y²)(2x-5y)=
=(-24y²-10xy)/(4x²-y²)(2x-5y)=-2y(12y+5x)/(4x²-y²)(2x-5y)
2)-2y(12y+5x)/(4x²-y²)(2x-5y) *(4x²-y²)/y²=-2(12y+5x)/(2x-5y)=2(12y+5x)/(5y-2x)