PYTHAGOREAN THEOREM:
Two legs of a right triangle are equal and have length "a", which is an integer. The hypotenuse of that triangle has length "c", which is also an integer. The choices for this are A. Never B. Sometimes and C. Always

Please help in any way you can. Thanks c:

Question

PYTHAGOREAN THEOREM:
Two legs of a right triangle are equal and have length "a", which is an integer. The hypotenuse of that triangle has length "c", which is also an integer. The choices for this are A. Never B. Sometimes and C. Always 

Please help in any way you can. Thanks c:

anonymous · Answer

Well because the theorem is a^2 + b^2 = c^2, then I think that the answer would be C. Always

anonymous · Answer

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this is all of the information that im able to understand.
can you please clarify your question?

anonymous · Answer

Sometimes actually. Doesn't always have to be an integer...

anonymous · Answer

But I think there should be more info...

anonymous · Answer

no

anonymous · Answer

This is the entire question. I think the answer is sometimes because an integer is any number that isn't a fraction. I know the hypotenuse is always longer than the legs so, if it was going to be a fraction, it would have to be an improper fraction. But still, I think it could sometimes not be an integer.

anonymous · Answer

Yes the answer should be sometimes AS THIS is a specific case for ISOCELES right ANGLE triangle

anonymous · Answer

Thank you. That's what I thought. c: