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To estimate the total distance Emile travels, we will first round each distance to the nearest hundred miles and then sum these rounded values.

1. **750 miles** rounds to **800** miles.
2. **2,488 miles** rounds to **2,500** miles.
3. **155 miles** rounds to **200** miles.
4. **1,015 miles** rounds to **1,000** miles.

Now, adding these rounded distances:

\[
800 + 2,500 + 200 + 1,000 = 4,500
\]

### Estimated Total Distance: **4,500**

Would you like more details or have any other questions?

Here are some related questions that you might find interesting:
1. How would the total distance change if we rounded to the nearest ten miles instead?
2. What is the exact total distance without rounding?
3. How can rounding help in real-life applications like travel or budgeting?
4. What are other examples where rounding to different units (e.g., tens, hundreds) is useful?
5. How does rounding affect accuracy in mathematical computations?

**Tip:** Rounding numbers is a great way to quickly estimate sums and other calculations without needing a calculator!

Emile is a long-distance trucker. In one week he drives 750 miles from his home in Fort Lauderdale, FL, to Benson, NC. He then drives 2,488 miles to Barstow, CA, and continues driving 155 miles to Bakersfield, CA. From there, Emile drives 1,015 miles to Seattle, WA. Estimate the total distance Emile travels by first rounding each distance to the nearest hundred.

Learn how to estimate the total distance a trucker travels by rounding each distance to the nearest hundred. Emile drives 750 miles, 2,488 miles, 155 miles, and 1,015 miles. Understand how rounding simplifies large calculations for easy estimation. Suitable for students in Grades 4-6.

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