~~~~~~~~~~~~~IMPORTANT, PLEASE READ~~~~~~~~~~~~~~ This project is designed to assist you in expanding polynomials in the form of (a+b)^c into standard form. It is not meant to be a way around it. Being able to expand these problems on your own is an important skill to have, and I do not encourage using shortcuts all the time, particularly if you are incapable of doing it by hand and need to practice, or on tests (Assuming you are still in school). If you are unable to use tools like this at some point and need to solve a problem, you basically aren't any better off than if you didn't know it in the first place. By typing "I understand" into the first screen on the project, you have read the above and the below instructions and know how to use this and when to. ***INSTRUCTIONS*** When the project requests input: -Enter an equation in the form (a+b)^c, where c is a positive integer and there are no spaces. -"a" and "b" are capable of being anything that will properly fit mathematically into an equation, is in standard form, and doesn't include exponents or irrational numbers. E.g. -2x, 4.2, and 2classy will all work, but symbols, like !#$%, and 4g^2 will not. (If you have an exponent in your equation, expand it, like 4gg instead of 4g^2.) -Inputs for "a" and "b" must include a number value in order to get an accurate answer. Even if that number is 1 or 0, include it. -Always make sure to include ^ in your "^c". The project will error out and not calculate an answer for you if a ^ is not included. The same goes for the parentheses, as it uses these symbols to identify the locations of values in your answer when interpreting it.
