Question

Prove that root 3 is irrational with clean written steps.not copy n paste​

Answer 1

Answer:

IRRITIONAL IN NOT EQUAL TO THE RATIONAL√6IN IRRATIONAL

Answer 2

Answer:

let us assume √3 is rational number

it is in the form of a/b

√3=a/b

b√3=a. square both the side

b²3=a²

a is 3c

a²=9c²

b²3=9c²

3=9c²/b²

b divide 9c² also a²

but √3 is not a real numbers so

our assumption is wrong .....