128 cubed root
Input |
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128 x^(1/3) |
Root |
x = 0 |
Derivative |
d/dx(128 x^(1/3)) = 128/(3 x^(2/3)) |
Indefinite integral |
integral 128 x^(1/3) dx = 96 x^(4/3) + constant |
Global minimum |
min{128 x^(1/3)} = 0 at x = 0 |
Series representation |
128 x^(1/3) = sum_(n=0)^infinity (-1 + x)^n 128 binomial(1/3, n) for abs(1 – x)<1 |