v=1/3x3.14x4^2x3

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Solution for v=1/3x3.14x4^2x3 equation: 


D( x )

x < 0

x < 0

x in <0:+oo)

v = (1/3)*x^3*x^3.14*x^(4^2) // - (1/3)*x^3*x^3.14*x^(4^2)

v-((1/3)*x^3*x^3.14*x^(4^2)) = 0

v+(-1/3)*x^22.14 = 0

-1/3*x^22.14 = -v // : -1/3

x^22.14 = 3*v

x^22 = (3*v)^(1/0.14) // ^ 1/22

abs(x) = 3^0.324675357012987*v^0.324675357012987

x = 3^0.324675357012987*v^0.324675357012987 or x = -(3^0.324675357012987*v^0.324675357012987)

x in { 3^0.324675357012987*v^0.324675357012987, -(3^0.324675357012987*v^0.324675357012987) }

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