(4w^4x^5-6w^3)/2w^4y^4

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Solution for (4w^4x^5-6w^3)/2w^4y^4 equation: 


x in (-oo:+oo)

w^4*y^4*((4*w^4*x^5-(6*w^3))/2) = 0

w^4*y^4*((4*w^4*x^5-6*w^3)/2) = 0

(w^4*y^4*(4*w^4*x^5-6*w^3))/2 = 0

4*w^4*x^5 = -(-6*w^3) // : 4*w^4

x^5 = (3*w^-1)/2

x^5 = (3*w^-1)/2 // ^ 1/5

x = (3^(1/5)*w^(-1/5))/(2^(1/5))

x = (3^(1/5)*w^(-1/5))/(2^(1/5))

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