How do you find the derivative of #x^(1/3)#?
1 Answer
Feb 21, 2016
Explanation:
using the
#color(blue)" power rule "#
#d/dx(ax^n) = nax^(n-1) # here a = 1 and
# n = 1/3# hence
#d/dx(x^(1/3)) = 1/3xx1 x^(1/3-1) = 1/3x^(-2/3)#
