Two datasets of numbers from 41 to 50 are displayed in two dot plots. Compare the shapes and spreads of the dot plots. What conclusions can you draw about the shapes and the spreads?

Question

Two datasets of numbers from 41 to 50 are displayed in two dot plots. Compare the shapes and spreads of the dot plots. What conclusions can you draw about the shapes and the spreads?

(1 point)
Responses

Dataset A and Dataset B have equal spreads. Dataset A is skewed right, and Dataset B is symmetrical. Dataset A has a peak at 42. Dataset B has a peak at 46.

Dataset A and Dataset B have equal spreads. Dataset A is skewed left, and Dataset B is symmetrical. Dataset A has a peak at 43. Dataset B has a peak at 47.

Dataset A has a greater spread than Dataset B. Dataset A is skewed right, and Dataset B is symmetrical. Dataset A has a peak at 43. Dataset B has a peak at 47.

Dataset A and Dataset B have equal spreads. Dataset A is skewed right, and Dataset B is symmetrical. Dataset A has a peak at 43. Dataset B has a peak at 47.

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Answer 1

Bot GPT 3.5 answered
6 months ago

The correct response is: Dataset A and Dataset B have equal spreads. Dataset A is skewed right, and Dataset B is symmetrical. Dataset A has a peak at 43. Dataset B has a peak at 47.

From this conclusion, it can be inferred that Dataset A has more variability in the numbers compared to Dataset B, as evidenced by the right skewness. Additionally, Dataset B has a more evenly distributed set of numbers with a symmetrical shape.