No wonder you're stuck . . . There is no "neat" answer.Is there any relationship between the perimeter of a Pythagorean trangle and its area?
A Pythagorean Triple is of the form: . .where
. . Its perimeter is: .
. . Its area is: .
And there is no "neat" relationship between and
Another approach . . .
A Pythagorean Triple can be generated by:
. . for any positive integers .
So there are (and always will be) two parameters (variables) in the problem.
The perimeter is: .
The area is: .
Again, no "neat" relationship between and
The best we can do is a ratio: .
Not much better . . .