Date: Apr 7, 2011 8:38 PM Author: Deep Deb Subject: --- --- --- property of a rational right triangle Let ABC be a right triangle such that all the sides and the area are
integers and the angle C is pi/2. Therefore, ABC is a rational right
Conjecture: One of the remaining two angles say A must be rational.
That is A = r.pi where
r = is rational such that 0 < r < 1/2.
Any comment upon the correctness of the conjecture will be
appreciated. Any relevant reference will be very helpful.