Question

Summary

Answer 1

The approximate locations of values are used when the actual locations cannot be determined

The values of $\sqrt 5$, $\sqrt 6$ and $\sqrt 7$ are greater than $\sqrt 4$ but less than $\sqrt 9$

How to determine the approximate locations

From the question, we have the endpoints to be

$\sqrt 4$ and $\sqrt 9$

The numbers $\sqrt 5$, $\sqrt 6$ and $\sqrt 7$ have their basis to be 5, 6 and 7.

Numbers 5, 6 and 7 are between the basis of $\sqrt 4$ and $\sqrt 9$ i.e. 4 and 9

This means that the actual values of $\sqrt 5$, $\sqrt 6$ and $\sqrt 7$ are between $\sqrt 4$ and $\sqrt 9$.

In other words, the values of $\sqrt 5$, $\sqrt 6$ and $\sqrt 7$ are greater than $\sqrt 4$ but less than $\sqrt 9$

Read more about approximations at:

brainly.com/question/10171109