Originally Posted by

**yorkey** Please don't shoot if this is in the wrong section. I'm pretty sure its not, but I've said that before. I think it should go in this section because its actually an algebraic sum.. right?

Anyway. I've got this problem:

A polygon with $\displaystyle n$ sides has a total of $\displaystyle \frac{1}{p}$ $\displaystyle n(n-q)$ diagonals, where $\displaystyle p$ and $\displaystyle q$ are integers.

Find the values of $\displaystyle p$ and $\displaystyle q$.

I don't know what to do! There are no integers in the sum to start with...