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Is there a proof that shows that there are no positive integers, other than 2 and 4, that satisfy the equation x^y=y^x?
Thanks
Thanks
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Try using the prime factorization of x and y for a startIs there a proof that shows that there are no positive integers, other than 2 and 4, that satisfy the equation x^y=y^x?
Thanks
Is there a proof that shows that there are no positive integers, other than 2 and 4, that satisfy the equation x^y=y^x?
Thanks