Find two consecutive whole numbers that $$ \sqrt{18} $$ lies between. $$ \square $$ and $$ \square $$

Question

UpStudy AI · Accepted Answer

To find two consecutive whole numbers between which $$ \sqrt{18} $$ lies, follow these steps:

1. **Identify Perfect Squares Around 18:**
   - $$ 4^2 = 16 $$
   - $$ 5^2 = 25 $$

2. **Determine the Range:**
   - Since $$ 16 < 18 < 25 $$, it follows that:
   $$
   4 < \sqrt{18} < 5
   $$

3. **Conclusion:**
   - The two consecutive whole numbers are **4** and **5**.

$$
\boxed{4 \text{ and } 5}
$$
$$ \sqrt{18} $$ lies between 4 and 5.

Find two consecutive whole numbers that \( \sqrt{18} \) lies between. \( \square \) and \( \square \)