How do you find the derivative of #(3x-(sin4x)^2)^(1/2)#?
1 Answer
See solution below.
Explanation:
This one is a bit of a hassle but with proper substitution it's possible. Think of this expression as multiple functions.
Always remember to multiply the derivative of the inner function by the derivative of the outer function. It's a bit hard for me to explain so please follow the process below.
Start by using the substitution:
Now putting all this together we get
evaluating this expression we get:
Substituting all the values we get:
This can be simplified to: