4x16^(1/3)=2n

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Solution for 4x16^(1/3)=2n equation: 


D( x )

x < 0

x < 0

x in <0:+oo)

4*x^(16^(1/3)) = 2*n // - 2*n

4*x^(16^(1/3))-(2*n) = 0

4*x^(16^(1/3))-2*n = 0

4*x^2.5198421 = -(-2*n) // : 4

x^2.5198421 = n/2

x^2 = (n/2)^(1/0.5198421) // ^ 1/2

abs(x) = (n^0.961830525)/(2^0.961830525)

x = (n^0.961830525)/(2^0.961830525) or x = -((n^0.961830525)/(2^0.961830525))

x in { (n^0.961830525)/(2^0.961830525), -((n^0.961830525)/(2^0.961830525)) }

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