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To determine how far Amanda and her parents had traveled by the end of 5 hours, we can look at the graph provided.

On the x-axis, we have the hours traveled (up to 9 hours), and on the y-axis, we have the miles traveled. From the graph:

- At the 5-hour mark on the x-axis, the corresponding value on the y-axis appears to be **approximately 200 miles**.

Thus, Amanda and her family had traveled around **200 miles** by the end of 5 hours.

Would you like more details or have any other questions?

Here are 5 follow-up questions related to this topic:
1. What is the total distance they traveled in 9 hours?
2. How much distance was covered in the last 4 hours of the trip?
3. What is the average speed during the first 5 hours?
4. Can you determine how long their stops for lunch and ice cream lasted based on the graph?
5. If they maintained a constant speed after 5 hours, how fast were they going?

**Tip:** To find average speed, divide the distance by the time interval for the segment you're analyzing.

How far had they traveled at the end of 5 hours?

Find out how far Amanda and her family traveled after 5 hours using a distance-time graph. This problem is perfect for students learning how to read and interpret graphs, suitable for Grades 6-8.

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