Math, asked by ThunderLOL, 2 months ago

prove that √r is irrational​

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Answered by anirudhprasad67
1

If r is irrational, then √r is irrational. Method 2: Prove the contrapositive, i.e. prove “not Q implies not P”. “if √r is rational, then r is rational.” Since √r is rational, √r = a/b for some integers a

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