All theroms have some use in this world. Even the most niche, rare, and "useless" formulas have some obscure use in mathmatics. This is a first of its time formula, as this formula potentially is fully useless. You may ask yourself, "why would someone ever make a useless formula that provides no value." I invite you on a journey of love, hate, and everything in between for the relationship of me and Algebra.
This is a question that I was asked often by my friends as I worked on this "useless formula". The story of BanaDos is not very complicated. Once upon a time, whilst I was a freshman, I was in a integrated math class. I had been an A student for my first semester of the class, and I felt quite well about what we were learning. UNTIL... QUADRATICS. Quadratics I for some reason could not pick up. I got somewhere near a D and I was lost. Another student who shall remain nameless was just as lost as me. I decided at this point that we were just doing math that was impossible. So came forth, BanaDos.
The original joke was that the average math problem in this class was: If banana = 2 what is the speed of a Mazda MX5 on a non leap year tuesday? (hint use the BanaDos therom).
and so BanaDos was born. But with much revison, and odd thinking, I made BanaDos into a real formula.
so what is BanaDos? BanaDos can be computed relatively simply by hand (in the early stages).
BanaDos is applied as a function (look below)
'BanaDos(2)^2 = 1010'
You convert the base10 number given into binary (2 turned into 0010) Then you look to see the recursion factor (^2) and thats how many time you are going to do this equation against the result (the binary). Something very important to note is that ^2 IS A RECURSION FACTOR. IT IS NOT A EXPONENT. The recursion factor can be any number and not specifying means its 1. To apply a exponent put wrap the exponent around the entire formula like the example below
'(BanaDos(2))^2) = 100'