Mathematics, 04.08.2021 03:50 jm482931

It is known that the equation x^2 + (x + k)^2= y^2 has positive integers solutions (x, y), where x and y are relatively prime. If k is a
positive integer greater than 1, what is the minimum value of k?

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It is known that the equation x^2 + (x + k)^2= y^2 has positive integers solutions (x, y), where x and y are relatively prime. If k is a positive integer greater than 1, what is the minimum value of k?

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Another question on Mathematics

It is known that the equation x^2 + (x + k)^2= y^2 has positive integers solutions (x, y), where x and y are relatively prime. If k is a
positive integer greater than 1, what is the minimum value of k?