I am confused about the solution and method of differentiating this function:
$$\frac{d}{dx}\:\textrm{ln}\sqrt{\textrm{ln}\:x}$$
Why is ln not considered a constant and then multiplied by the derivative of$\:\sqrt{\textrm{ln}\:x}$ ?
The solution is given as:
$$\left(\frac{1}{2x\:\textrm{ln}x}\right)$$
How exactly is the chain rule applied to the entire function at once?
No comments:
Post a Comment