The Atlantic Ocean contains about 310,410,900 cubic kilometers of water. Lake Superior, which is the largest lake in the United States, contains about 12,000 cubic Kilometers of water. Approximately how many Lake superiors would it take to fill the Atlantic Ocean?

To determine how many Lake Superiors it would take to fill the Atlantic Ocean, we divide the volume of the Atlantic Ocean by the volume of Lake Superior.

Given:
- Volume of the Atlantic Ocean = 310,410,900 cubic kilometers
- Volume of Lake Superior = 12,000 cubic kilometers

Now, divide:

\[
\text{Number of Lake Superiors} = \frac{\text{Volume of the Atlantic Ocean}}{\text{Volume of Lake Superior}} = \frac{310,410,900}{12,000}
\]

Calculating this:

\[
\text{Number of Lake Superiors} \approx 25,867.58
\]

So, approximately **25,868** Lake Superiors would be needed to fill the Atlantic Ocean.

Would you like more details or have any questions?

Here are 5 related questions:
1. How many cubic kilometers of water are in all five Great Lakes combined?
2. What is the total surface area of the Atlantic Ocean compared to Lake Superior?
3. How does the water volume of the Pacific Ocean compare to that of the Atlantic Ocean?
4. What is the average depth of Lake Superior, and how does it compare to the Atlantic Ocean’s average depth?
5. How much freshwater is contained in Lake Superior compared to the world’s total freshwater?

**Tip:** When comparing volumes, using ratios or divisions helps visualize large-scale differences between objects, like oceans and lakes!

The Atlantic Ocean contains about 310,410,900 cubic kilometers of water. Lake Superior, which is the largest lake in the United States, contains about 12,000 cubic kilometers of water. Approximately how many Lake Superiors would it take to fill the Atlantic Ocean?

Explore the calculation of how many Lake Superiors it would take to fill the Atlantic Ocean. With the Atlantic Ocean holding about 310,410,900 cubic kilometers of water and Lake Superior containing 12,000 cubic kilometers, discover how division helps solve this large-scale volume comparison. Suitable for Grades 6-8.

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