Question

Find the derivative of the function

g(x) = ln|x^2 + 6|

Answer 1

I don't know how to prove it but it is == 2x/x^2+6

Answer 2

sorry but i dont think thats correct.

Answer 3

ok I forgot the rules I can't help you after now I'm sorry

Answer 4

He is correct, Where did you see another answer?

Answer 5

Derivative of a log function of x:

\[\frac{d}{dx}(\log_af(x)) = \frac{f'(x)}{f(x)\ln(a)}\]
in the event of natural log [ie ln function] the base of the log is 'e' and the ln(e) is one so you don't see it in the denominator