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√3/2 which is irrational

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√3/2 which is irrational
  • 1 answers

Devansh Pandey 6 years, 1 month ago

latest resume to the country that √3/2 is rational number Then it is of the form p/q √3/2=p/q. , Where p and q are integers and q doesn't equal to zero and p and q are coprime √3=2p/q S As p and q are integers then 2 p by q is a rational number Then √ 3 rational number . This contradicts the fact that root 3 is irrational hence we conclude that √ 3/2 is irrational
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