Question

prove that root 3 is an irrational number ​

Answer 1

273 is the answer. But calculate what you get to.

Answer 2

Step-by-step explanation:

√3=p/q

√3q=p

squaring on both sides

3q*2=p*2

therefore p*2 is divisible by 3

let p=3m

3m=√3q

squaring on both sides

9m*2=3q*2

3m*2=q*2

therefore q*2 is divisible by 3

both p and q have common factor 3

hence they are co prime numbers