Consider a right triangle with integer sides having no common factor. Show that the average of the odd leg and the hypotenuse is a square number.
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Originally Posted by NikoBellic Consider a right triangle with integer sides having no common factor. Show that the average of the odd leg and the hypotenuse is a square number. The odd leg of a right triangle is of the form and in your case . The hypotenuse of the same triangle is then . Now what is ?
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