Question

Prove that root three is Irrarational

Answer 1

Explanation:

we have to prove $\sqrt{3}$ is irrational

let us assume the opposite

i.e.,$\sqrt{3}$ is rational

hence, $\sqrt{3}$ can be written in the form of $\frct{p/q}$. where a and b (b is not equal to zero) are coprimes(no common factor other than one)

Hence,$\sqrt{3}$ =$\frct{p/q}$

$\sqrt{3}$*q=p

squaring on both sides

3q²=p²

Answer 2

Answer:

ye underroot 3 is

Explanation:

jbj