12u^3w^2+4u^6x^6/8u^4

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Solution for 12u^3w^2+4u^6x^6/8u^4 equation: 


x in (-oo:+oo)

((4*u^6*x^6)/8)*u^4+12*u^3*w^2 = 0

1/2*u^10*x^6 = -(12*u^3*w^2) // : 1/2*u^10

x^6 = -24*u^-7*w^2

x^6 = -24*u^-7*w^2 // ^ 1/6

abs(x) = (-24)^(1/6)*u^(-7/6)*w^(1/3)

x = (-24)^(1/6)*u^(-7/6)*w^(1/3) or x = -((-24)^(1/6)*u^(-7/6)*w^(1/3))

x in { (-24)^(1/6)*u^(-7/6)*w^(1/3), -((-24)^(1/6)*u^(-7/6)*w^(1/3)) }

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