Question

$y = tanx^{x} +x^{tanx} \\\\find \frac{dy}{dx} = ?$


Find dy/dx ? Use natural log(ln) to solve

Answer 1

Answer:

Explanation:

Let y = ln(x).

Use the definition of a logarithm to write y = ln(x) in logarithmic form. ...

Treat y as a function of x, and take the derivative of each side of the equation with respect to x.

Use the chain rule on the left hand side of the equation to find the derivative. ...

Plug x into our equation for 'e y%.