How do I use Binomial Theorem on the function $\ln(-3x + 1)$?
The question requires me to compute a Taylor series for this function and I'm required to use the Binomial Theorem.
I understand how the theorem works and how to compute normal functions with exponents with the Binomial Theorem. However, this function is a little bit different in that it includes an "ln" operation.
Since the base formula for the Binomial Theorem is $(1 + x)^k$, how would I manipulate the "ln" operation so that it becomes an exponent "k"?