Question

Prove
$\sqrt{2}$
Is irrational
​

Answer 1

square root of 2 is irrational number.

√2=1.4142 it will be continuous.

Answer 2

Answer:

Hello mate here is your answer

let √2 is rational

so √2=a/b ( where are co prime)

a=b√2

so a is factor of √2

b=a√2

so b is factor of √2

a and b are factor of √2

so our contradiction is wrong

so √2 is irrational

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