06 Mar '08 00:08

Find, and prove that you have found every right triangle that satisfies the following conditions:

-Its side lengths are integers

-Its area is numerically equivalent to its perimeter

You can use Euclid's formula for calculating Pythagorean triples for this problem, but if you're really clever, you won't need it. I just want to see what people come up with.

-Its side lengths are integers

-Its area is numerically equivalent to its perimeter

You can use Euclid's formula for calculating Pythagorean triples for this problem, but if you're really clever, you won't need it. I just want to see what people come up with.