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Which of the following questions could be answered using the information in the graph?

Diagram for question

Rationale

How many pumpkins weigh at least 15 pounds?

The graph provides information on the distribution of pumpkin weights, allowing for the determination of how many pumpkins meet or exceed a specific weight threshold of 15 pounds.

A (How many pumpkins weigh 4.5 pounds?) YOUR ANSWER

This question pertains to a specific weight of 4.5 pounds, which may not be represented on the graph. Unless the graph explicitly indicates the number of pumpkins at this exact weight, it cannot be answered accurately with the given data.

B (How many pumpkins weigh at least 15 pounds?) CORRECT

This question can be answered directly from the graph, as it likely displays the number of pumpkins that meet or exceed the weight of 15 pounds. This information is critical for understanding the overall distribution of heavier pumpkins.

C (How many pumpkins weigh less than 8 pounds?) YOUR ANSWER

While the graph may provide some insights into the distribution of pumpkin weights, it may not specifically detail the count of those weighing less than 8 pounds. The graph must have clear demarcations or data points for this specific range to answer the question accurately.

D (How many pumpkins weigh between 6 and 12 pounds?) YOUR ANSWER

Similar to the previous choices, this question requires specific data pertaining to the weight range of 6 to 12 pounds. If the graph does not explicitly indicate the number of pumpkins within this range, it cannot be answered without further context.

Conclusion

The ability to answer questions using graph data hinges on the clarity and specificity of the information presented. Among the choices, only the inquiry regarding pumpkins weighing at least 15 pounds is directly answerable from the graph, as it reflects a broader category likely illustrated in the data. Other options depend on specific weight metrics that may not be clearly defined within the graph's scope.

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