Question

How to prove 2√3 irrational

Answer 1

HELLO!!!

Let us assume that 2√3 is irrational.

So, 2√3=p/q

√3=p/(2q)

As, we can see RHS is rational and LHS I irrational.

Hence,Out PREASSUMPTION is contradicted.

So,2√3 is irrational.

HOPE IT HELPS UHH #CHEERS