1/y-6x^2y^5

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Solution for 1/y-6x^2y^5 equation: 


x in (-oo:+oo)

1/y-(6*x^2*y^5) = 0

1/y-6*x^2*y^5 = 0

-6*x^2*y^5 = -y^-1 // : -6*y^5

x^2 = (-y^-6)/6

x^2 = (-y^-6)/6 // ^ 1/2

abs(x) = (y^-3)/(6^(1/2))

x = (y^-3)/(6^(1/2)) or x = -((y^-3)/(6^(1/2)))

x in { (y^-3)/(6^(1/2)), -((y^-3)/(6^(1/2))) }

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