Ok, I need you math geniuses out there to help me find an equasion.
Suppose you start out with 1 billion cash, and a net income of 10 million credits a turn (a nice round number ;))
Now suppose that one day, you decided you build fodders until you weren`t making any more cash. Let us suppose that you also wanted to build a roughly equal amount of both types of fodders in terms of turns, so if you wanted to build 5000 turns worth of small fodders, you would also build an equal number of turns worth of large fodders.
How many fodders of each kind would you have to build before you weren`t making a positive income any more, and how much cash would you end up with? Assume that you build 9000 large fodders at a time, and 34,200 fodders at a time. Give the equation that you would use to solve this problem.
=)
A
AtroniteOP