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In the pyramid puzzle, the number in each box is the product of the two boxes directly below it. Let's break it down step by step:

- Bottom row: The numbers are 18, 11, 3, and 1.
- The second row from the bottom consists of boxes D, E, and F.
- Box D will be \( D = 18 \times 11 = 198 \).
- Box E will be \( E = 11 \times 3 = 33 \).
- Box F will be \( F = 3 \times 1 = 3 \).

Now for the next row:
- Box B will be \( B = 198 \times 33 = 6534 \).
- Box C will be \( C = 33 \times 3 = 99 \).

Finally, for the top:
- Box A will be \( A = 6534 \times 99 = 647866 \).

So, the number in box A is **647866**, which matches the provided input. The solution seems correct.

Would you like any further details on how this was calculated?

Here are some related questions:
1. How does this type of multiplication pyramid help with understanding basic arithmetic?
2. Can you build your own pyramid with different starting values?
3. How would the numbers change if you alter the rule, for example using addition instead of multiplication?
4. Can you use a different operation, like division, to create a similar pyramid?
5. What are other types of puzzles that involve similar logical reasoning?

**Tip:** When solving pyramid puzzles, always work from the bottom up, as the top numbers depend on the bottom values.

If the number in each box is the product of the numbers in the two boxes below it, what number goes in box A?

Learn how to solve a pyramid puzzle where each box is the product of the two boxes directly below it. Starting with the numbers 18, 11, 3, and 1 at the bottom, this step-by-step guide shows how to find the number in the top box, A. This puzzle is perfect for students in Grades 5-7, reinforcing multiplication and problem-solving skills.

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