The correct conclusion is Diver 2 had scores that were less spread out around the mean than Diver 1.
The question has to do with mean deviation
The mean deviation is the measure of the spread or the difference between the mean and the standard deviation d = |X - σ| where
Since the mean diving score for Diver 1 was X₁ = 8.1 with a standard deviation of σ₁ = 1.07. The spread or deviation ,d₁ = |X₁ - σ₁|
= |8.1 - 1.07|
= |7.03|
= 7.03
Since the mean diving score for Diver 2 was X₂ = 8.8 with a standard deviation of σ₂ = 2.24. The spread or deviation ,d₂ = |X₂ - σ₂|
= |8.8 - 2.24| =
|6.56|
= 6.56
Since d₂ = 6.56 < d₁ = 7.03, we see that Diver 2 had scores that were less spread out than Diver 1.
So, the correct conclusion is Diver 2 had scores that were less spread out around the mean than Diver 1.
Learn more about mean deviation here:
https://brainly.com/question/27868686
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