What is a right triangle that has 22 as one of it's sides? It's sides must be integer lengths.
+128474 Note that sides of 11, 60 , 61 form a right triangle
Any integer multiple of these also forms a right triangle
So
2(11) , 2(60) , 2 (61) =
22 , 120 , 122 form a right triangle
What is a right triangle that has 22 as one of it's sides? It's sides must be integer lengths.
If all sides are integers, that's called a Pythagorean Triple.
If you look at the linked webpage, there are no Pythagorean Triples with a side 22.
https://www.avc.edu/sites/default/files/studentservices/lc/math/pythagorean_triples.pdf
If there had been one with a side of 11, we could have just doubled all the sides,
but there isn't one of those either.
If this is to be a Pythagorean Triiple, with one side 22, then at least one of the other
sides would have be be greater than 50. I don't know how to find the other sides,
by a method other than brute force.
