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Prove that √ 2+√3 is irrational …

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Prove that √ 2+√3 is irrational number
  • 2 answers

Shreya Chakraborty 1 year, 11 months ago

Let √2+√3 be rational. So it can be written in form of p /q where q is not equal to zero and p and q are co-primes. Therefore, √2+√3=p/q √2= p/q-√3 √2= p-√3q/q Here we can see that route to can be expressed in form of fraction (p/q) but it is a contradictory that √ 2 is irrational. This contradiction is arison because of our incorrect assumption of √2+√3 as rational Therefore it can be proved that √2+√3 is irrational. (This solution can be applicable if √ 2 and √3 is given as irrational)

Shahnawaz Ahmad 1 year, 11 months ago

Please answer my question
http://mycbseguide.com/examin8/

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