Other Triangles with Integer Sides Satisfying the Hypothesis
All of these in the table at the right are nonsimilar triangles with integer sides where the lengths of a and b are less that 40. The
list is not exhaustive.


 Can you find other nonsimilar triangles where one of sides
of length a or b is less than 40?

 How can you search for more such triangles?
These were found using
a spreadsheet.

 Can we prove there is an infinite set of nonsimilar triangles
satisfying the hypotheses?


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