Choose the point that represents √18 on the number line.
√18 is approximately 4.24.
On the number line, it would be between 4 and 5, closer to 4.
To find the point that represents √18 on the number line, we first need to determine the approximate value of √18.
√18 can be written as √(9 * 2). Since 9 is a perfect square, we can simplify this as 3√2.
Next, let's find the approximate value of √2.
√2 is a non-repeating, non-terminating decimal. To approximate, we can use a calculator or use the fact that √2 is approximately 1.41.
Therefore, the approximate value of √18 is 3(1.41) = 4.24.
On the number line, we can represent √18 as the point located approximately 4.24 units from the origin.