Prove that if a right triangle has all sides of integral length, then it has at most one angle bisector of integral length.
Where a = 0, b = c, the bisectors of B and C are equal to each other, as both are zero (which is integral).
Edited on March 4, 2005, 7:39 pm
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Posted by vertigo
on 2005-03-04 19:36:09 |