Back To Back Right Triangles - 2

Geometry Level 3

In the above figure, \(ABD \) and \(ACD \) are integer-length, right-angled triangles with the right angle at \(D\). If \( AD = 12\) and \(BD\) and \(DC\) have different lengths, how many possible different lengths are there for \(BC \)?


Thanks to Brian for correcting my previous problem

×

Problem Loading...

Note Loading...

Set Loading...