Pythagoras Theorem Doubt. Can a right triangle have odd-length legs and even-length hypotenuse?

Is it possible to have an even integer hypotenuse and oddodd integer legs ( perpendicularperpendicular and base) in a right triangle??If If yes, please give an example. If no then please prove that.

I tried searching it on Google for such triple but couldn't find any.

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edit approved Nov 29, 2016 at 16:15

Vidyanshu Mishra

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Pythagoras Theorem Doubt.

Is it possible to have an even integer hypotenuse and other sides as odd integers odd integer legs ( perpendicular and base) in a right triangle? Also?If yes, please give an example. If no then please prove that.

I tried searching it on Google for such triple but couldn't find any.

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asked Nov 29, 2016 at 15:05

Dimenein

405
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14

Pythagoras Theorem Doubt

Is it possible to have an even integer hypotenuse and other sides as odd integers ? Also, please give an example.

I tried searching it on Google for such triple but couldn't find any.

geometry pythagorean-triples

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Pythagoras Theorem Doubt. Can a right triangle have odd-length legs and even-length hypotenuse?

Pythagoras Theorem Doubt.

Can a right triangle have odd-length legs and even-length hypotenuse?

Pythagoras Theorem Doubt.

Pythagoras Theorem Doubt

Pythagoras Theorem Doubt.

Pythagoras Theorem Doubt