Question

What is the derivative of `e^(2x)/x`?

Answer 1

`=e^(2x) ((2 x - 1)/(x^2))`

Explanation:

so why not use the quotient rule

`(u/v)' = (u' * v - u * v')/(v^2)`

`= (2e^(2x) * x - e^(2x) (1))/(x^2)`

`=e^(2x) ((2 x - 1)/(x^2))`