1.) A number $M$ exists such that $ln(x) \leq M$ for all $x > 0$.

A) True                     B) False

2.) There exists a function $f$ such that the derivative of $f$ = $f'(x) = {e^x(x^2 + 1) \over 4ln(x) \sqrt{-x}}$.

A) True                     B) False