Question

Sum of the irrational numbers $\sqrt{3}$ and $-\sqrt{3}$ is _________, which is a _______________.

• A. $0$
• B. rational number

Answer 1

Sum of irrational numbers:

Irrational numbers: Irrational numbers are the number having non-terminating and non- recurring decimals.

The given irrational numbers are $\sqrt{3}$ and $-\sqrt{3}$.

on adding them we get

$\sqrt{3}+(-\sqrt{3})=0$

Here , the sum of the given numbers is $0$ , which is a rational number.

Hence, Sum of the irrational numbers $\sqrt{3}$ and $-\sqrt{3}$ is $0$, which is a rational number.