How do you use the chain rule to differentiate #(sinx)^100#?
1 Answer
Sep 15, 2016
Explanation:
We will use the chain rule. Note that:
#d/dx(f(x))^100=100(f(x))^99*f'(x)#
Thus:
#d/dx(sinx)^100=100(sinx)^99*d/dx(sinx)#
#=100(sinx)^99cosx#
