To solve the problem, let's summarize the data given in the line plot:
- 6 pounds: 3 dots (3 pumpkins)
- 8 pounds: 5 dots (5 pumpkins)
- 9 pounds: 1 dot (1 pumpkin)
- 10 pounds: 7 dots (7 pumpkins)
- 12 pounds: 4 dots (4 pumpkins)
- 13 pounds: 2 dots (2 pumpkins)
- 14 pounds: 1 dot (1 pumpkin)
Now, let's perform the calculations:
- Total number of pumpkins:
- 3 (for 6 pounds) +
- 5 (for 8 pounds) +
- 1 (for 9 pounds) +
- 7 (for 10 pounds) +
- 4 (for 12 pounds) +
- 2 (for 13 pounds) +
- 1 (for 14 pounds)
= 3 + 5 + 1 + 7 + 4 + 2 + 1 = 23
Thus, there is a total of 23 pumpkins.
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**Pumpkins that weigh 8 pounds: According to the data, there are 5 pumpkins that weigh 8 pounds.
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**The number of pumpkins that weigh 10 pounds is equal to 3 times the number of pumpkins that weigh 9 pounds. Since there is 1 pumpkin that weighs 9 pounds, 3 times 1 is 3.
So, there are 7 pumpkins that weigh 10 pounds.
Let's fill in the answers:
There is a total of 23 pumpkins.
7 pumpkins weigh 8 pounds.
The number of pumpkins that weigh 10 pounds is equal to 3 times the number of pumpkins that weigh 9 pounds.