Problem:
The four right-angled triangles with sides (9,12,15), (12,16,20), (5,12,13) and (12,35,37) all have one of the shorter sides (catheti) equal to 12. It can be shown that no other integer sided right-angled triangle exists with one of the catheti equal to 12.
Find the smallest integer that can be the length of a cathetus of exactly 47547 different integer sided right-angled triangles.
Find the smallest integer that can be the length of a cathetus of exactly 47547 different integer sided right-angled triangles.
Solution:
983
Code:
The solution may include methods that will be found here: Library.java .
public interface EulerSolution{
public String run();
}
We don't have code for that problem yet! If you solved that out using Java, feel free to contribute it to our website, using our "Upload" form.
No comments :
Post a Comment