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Okay correct me if I am wrong!!
A triangle is called a super perfect triangle if it satifies the below two conditions
1) If the right angled triangle is perfect
2) The area of the triangle must be a multiple of 6 and 28
In 1) itself they mentioned that to be a super perfect triangle the triangle should be perfect.
And the question is "How many perfect right-angled triangles with exist that are not super-perfect?" which makes it 0 obviously.
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Project Euler #218: Perfect right-angled triangles
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Okay correct me if I am wrong!! A triangle is called a super perfect triangle if it satifies the below two conditions 1) If the right angled triangle is perfect 2) The area of the triangle must be a multiple of 6 and 28
In 1) itself they mentioned that to be a super perfect triangle the triangle should be perfect. And the question is "How many perfect right-angled triangles with exist that are not super-perfect?" which makes it 0 obviously.