x/a+y/b=a^2+b^2/a-b

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Solution for x/a+y/b=a^2+b^2/a-b equation: 


x in (-oo:+oo)

x/a+y/b = a^2+(b^2)/a-b // - a^2+(b^2)/a-b

x/a-a^2+y/b-((b^2)/a)+b = 0

a^-1*x-a^2+b-(a^-1*b^2)+b^-1*y = 0 // - b-a^2-(a^-1*b^2)+b^-1*y

a^-1*x = -(b-a^2-(a^-1*b^2)+b^-1*y) // : a^-1

x = (-(b-a^2-(a^-1*b^2)+b^-1*y))/(a^-1)

x = -(a*(b-a^2-(a^-1*b^2)+b^-1*y))

x = -(a*(b-a^2-(a^-1*b^2)+b^-1*y))

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