Which point on the number line shows the position of √30?

To determine which point on the number line represents √30, we first need to find the approximate value of √30.

√30 is between √25 (which equals 5) and √36 (which equals 6). So, √30 is approximately 5.48.

Now, locate this value on the number line. If point A is at 5, point B is at 5.5, point C is at 6, and point D is at 4, then point B would be the closest position to √30.

Thus, the correct answer is point B, as it represents the approximate position of √30 on the number line.