To find out how many boxes hold 222 baseballs, we can first analyze the pattern in the provided table.
Looking at the given data, we see the following:
- 492 baseballs require 82 boxes.
- 486 baseballs require 81 boxes.
- 480 baseballs require 80 boxes.
- 474 baseballs require 79 boxes.
- 468 baseballs require 78 boxes.
From this, we can see that the number of boxes decreases by 1 for every 6 baseballs. This indicates a ratio of boxes to baseballs. To determine the number of boxes for 222 baseballs, we can first establish the ratio from the given data.
We have:
- \( 492 \div 82 \) = 6 baseballs per box
- \( 486 \div 81 \) = 6 baseballs per box
- \( 480 \div 80 \) = 6 baseballs per box
- \( 474 \div 79 \) = 6 baseballs per box
- \( 468 \div 78 \) = 6 baseballs per box
Now that we know there are approximately 6 baseballs per box, we can estimate the number of boxes needed for 222 baseballs:
Number of boxes for 222 baseballs = \( 222 \div 6 = 37 \).
Thus, 222 baseballs would be held in 37 boxes. The correct response is:
37 boxes.
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