Question

Prove that 3-2√3 is an irrational number​

Answer 1

Answer:

irrational number because root 3 is not a perfect square number

Answer 2

The decimal value of root is 1.7320508076

Hence it is non terminating non recurring decimal expansion so it is irrational number and when we multiply 3-2 with root 3 it will give irrational number so the whole term is irrational