Prove that (2 + √3) a irrational number
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let us assume that 2√3 is a rational no. 2√3=a/b(where a Nd b are co prime no.) so, they are not co prime no. 2√3 is an irrational no.
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let us assume that 2√3 is a rational no. 2√3=a/b(where a Nd b are co prime no.) so, they are not co prime no. 2√3 is an irrational no.
Hope this helps
Thank you
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we know that root3 is the irrational number you have to nothing just add it and show it is irrational no.
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