Answer:
The number will lie between 14 and 16.
Step-by-step explanation:
If the square of a whole number is between 200 and 250 then the inequality formed will be
200 < x² < 250
where x is a whole number.
Now we will simplify this inequality.
[tex]\sqrt{200}<\sqrt{x^{2} } <\sqrt{250}[/tex]
14.14 < x < 15.81
By approximation, 14 < x < 16
Therefore, the number must lie between 14 and 16.
