show that 3√6& 3√3 are not rational
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And any irrational number can't be equal to a rational number. From (1), it is clear that 3√6 is not a rational number i.e irrational number. Let a = 3√3 ( where a is rational number. ) We know that √3 is an irrational number as it is non terminating as well as non repeating
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