I would like to solve this equation:
$n \cdot 2^n = 15000$
And according to WolframAlpha
$n=\frac{W(15000\log(2))}{\log(2)}, \text{ where }\log\text{ is ln}$
Which shows that I need to use the product log function $W$ which I tried looking up on wikipedia. I don't need the complex numbers, just real numbers.
Additionally, are there ways of solving the original equation without the $W$ functions?
Can someone explain the rules and how to do this please?
I would eventually like to implement a way to find $n$ programmaticly (if possible-in python).