Question

Say true or false:

$87,54,0,-13,-4.7,\sqrt{5},217,\sqrt{15},-87,3\sqrt{2},4.807,0.002,\sqrt{16}$ and $2+\sqrt{3}$ are rational numbers.

• A. True
• B. False

Answer 1

The correct option is B False

In the given list of numbers, all numbers are not rational.

Here, $\sqrt{5},\sqrt{15},3\sqrt{2},2+\sqrt{3}$ are irrational numbers as they cannot be expressed as a ratio.

Therefore, the given statement is false and option $B$ is correct.