The helicopter that you are traveling on covers 250 miles in the first 2 hours and 125 miles for the remaining 2 hours of your journey.
What is the total distance traveled over the 4 hours?

To find the total distance traveled, you simply add the distances covered during each part of the journey.

- Distance covered in the first 2 hours: 250 miles
- Distance covered in the remaining 2 hours: 125 miles

So, the total distance traveled over the 4 hours is:

\[
\text{Total distance} = 250 \text{ miles} + 125 \text{ miles} = 375 \text{ miles}
\]

The total distance traveled is **375 miles**.

Would you like more details or have any questions? Here are some related questions you might find interesting:

1. What was the average speed during the entire 4-hour journey?
2. If the helicopter maintained a constant speed in each segment, what were the speeds for each part of the journey?
3. How long would it take to travel 500 miles at the average speed of this journey?
4. If the helicopter increased its speed by 20% in the second part, what would the new total distance be?
5. How does the average speed of this journey compare to a car traveling the same distance in 6 hours?

**Tip:** Understanding how to calculate average speed can be crucial when dealing with problems involving different distances and times.

Discover how to calculate the total distance traveled in 4 hours using basic arithmetic. Solve the problem where a helicopter covers 250 miles in the first 2 hours and 125 miles in the remaining 2 hours of the journey. Suitable for elementary school students (Grades 3-5).

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