Question

Prove that (2 + V3) is an irrational number, it is
given that is an irrational number.
$\sqrt{2 + \sqrt{3 } }$
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Answer 1

Answer:

ooh sorry sourav but I can't understand this problem .

Answer 2

( 2 + √3 ) can be written in the form of p/q. [( p - 2q)/q ] is an Rational Number but we know that √3 is an Irrational Number. Rational Number can never be equal to Irrational Number. ∴ [( p - 2q)/q ] is an Irrational Number.

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Hope it will help you