- #1
allistair
- 20
- 0
I got 6 problems that I needed to proove using the pigeon hole principle and I was able to solve 5 of them but this last one is giving me some problems.
In each convex polygon with 2*n vertices there is at least one diagonal that isn't parallel with either one of the sides of the polygon.
I would appreciate some help to point me in the right direction or maybe an example of a similar proof that uses the pigeon hole principle, thanks in advance
In each convex polygon with 2*n vertices there is at least one diagonal that isn't parallel with either one of the sides of the polygon.
I would appreciate some help to point me in the right direction or maybe an example of a similar proof that uses the pigeon hole principle, thanks in advance