Question

show that 3√6 is an irrational number

Answer 1

Hello friend

your answer is given below

Show that 3√6 is an irrational number

=> Let 3 √6 be a rational number

So, 3√6 = p / q

√6 = p / 3q

We know that

√6 is an irrational number so this contradict the fact that √6 is an irrational

So our supposition is wrong

Hence 3√6 is an irrational number.

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Answer 2

I hope this answer will be helpful