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Prove that root 2 is inrational

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Prove that root 2 is inrational
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Swastik Arya 6 months, 3 weeks ago

Suppose that root 2is a rational number so we can write in the form of P/q P and q have command factor it's simplefy we get a/b. √2=a/b √2a=b A=√2b Both side square 2a sq=2b sq A=2c √2b=2c A =4/2c A sq=2c sq This is opposite statement so√2is a irrational numbers
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