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Prove that √2 id irrational |
| Answer» Let √2 be a rational number So it is written in a form of p/q and a co prime numberSo: √2 =p/q √2/q=p And we see that √2 is a irrational number so √2/q is also a irrational number and it is equal to p which is an rational so our assumption is wrong it is a irrational number.I hope this Answer will help you ? | |