Praxis Dashboard

The median weight of the 9 pumpkins sold yesterday is 4.65 pounds.

To find the median weight, the weights must be arranged in ascending order, and since there are 9 values, the median will be the 5th number in this ordered list. After calculating, the 5th number is determined to be 4.65 pounds.

A) 4.2

This option is incorrect because 4.2 is lower than the median weight. When the weights are arranged in ascending order, 4.2 does not fall in the middle position of the list, which would influence the calculation of the median.

B) 4.5

While 4.5 is closer to the median, it is still not correct. When the weights are ordered, 4.5 does not occupy the 5th position, indicating that it does not represent the true median of the dataset.

C) 4.65

This is the correct answer as it accurately represents the median weight of the pumpkins. After sorting the weights, 4.65 is found to be the 5th number in the list, which confirms its status as the median.

D) 4.75

This option is incorrect because 4.75 is higher than the median weight. In the ordered list, 4.75 appears after the 5th position, indicating that it cannot be the median.

E) 4.8

4.8 is also incorrect as it is the highest weight among the options. In the ordered list, 4.8 does not occupy the median position and therefore does not accurately reflect the median of the weights.

Conclusion

The median weight of 4.65 pounds is confirmed as the correct answer, as it is the middle value in an ordered list of the weights. All other options fail to meet the criteria for the median, either being too low or too high compared to the middle value in the dataset.