Question

prove that √3 is irrational number​

Answer 1

Step-by-step explanation:

Let us assume, the contrary i.e root 3 is irrational number.

Root3 = p/q (where p,q are integer and co-prime ).

P=root3 * q

P2=3*q2

P2/3=q2

Hence root3 is irrational number.

Proved it .

Answer 2

let azzume a root 3 is equal to rational

√3=a/b(co-primes)

squaring on both sides

root 3 whole square is equal to a/ b whole square