Question

every point on a number line is in the form of √m where m is natural number . is it true or false and if false kindly tell the reason

Answer 1

FALSE. The negative numbers as well as 0 on the Number line cannot be expressed as the Sq. root of natural numbers.

Answer 2

Answer:

False, the every point on a number line is in the form of $\sqrt{m}$, and where m is a natural number.

Reason:

This case is only applicable for zero and positive natural numbers.

But, in the case of negative natural number, we cannot get any natural number while square root is employed to any number. (Cannot get even by square rooting any negative natural number). Natural numbers has other name as counting numbers.

Since, negative sign is not valid inside a square root.