An alternative proof of the irrationality of v2 counts the
Question: An alternative proof of the irrationality of √2 counts the number of 2's on the two sides of the equation 2n2 = m2 and uses the unique factorization of integers theorem to deduce a contradiction. Write a proof that uses this approach.
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question an alternative proof of the irrationality of radic2 counts the number of 2s on the two sides of the equation
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