Question

Prove
that
2-root 3 is
Irriational
number.

Answer 1

Step-by-step explanation:

let us assume,to the contrary, that 2√3is rational.

that is we can find costume a and b (b=not 0) such that 2√3=a/b.

we get√3=a/2b.

since2,a and b are integers, a/ 2b is rational, and so√3is rational.

so, we conclude that 2√3 is irrational

Answer 2

$\huge{\boxed{\boxed{\red{\ulcorner{\mid{\overline{\underline{\bf{Answer:-}}}}}\mid}}}}$

Here is your answer user.

$<marquee>Follow me$

$<marquee>Mark as Brainliest$