Question

Between what two consecutive integers does the square root of 24 lie

Answer 1

4 and 5!

4 squared is 16, which is less than 24, and 5 squared is 25, which is more than 24!

Answer 2

$\sqrt{24}$ lies between two consecutive numbers  4  and 5

Given :

Given square root of 24

Lets write all the perfect square numbers

$\sqrt{4}=2\\\sqrt{9}=3\\\sqrt{16} =4\\\sqrt{25} =5\\\sqrt{36} =6\\\sqrt{49}=7$

From the above perfect square root numbers, we can see that square root (24) lies between $\sqrt{16} \; and\; \sqrt{25}$

So we can say that $\sqrt{24}$ lies between 4  and 5

Learn more : brainly.com/question/19028403