Question
Given the following descriptions, which of the following correctly compares the average deviations and describes how the center of graph 1 relates to that of graph 2 ? graph 1: mean=7; deviation=5 graph 2 : mean=10; deviation=5 ( 1 point) The center of graph 1 is seven places away from graph 2 and points are on average five away from the center in both graphs. O The center of graph 1 is three places away from graph 2 and points are on average five away from the center in both graphs. O The two graphs have the same center and points are on average three away from the center. The center of graph 1 is five places away from graph 2 and points are on average 8.5 away from the center.
Ask by Gray Wagner. in the United States
Mar 18,2025
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Answer
The center of graph 1 is three places away from graph 2, and points are on average five units away from the center in both graphs.
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The Deep Dive
The center of graph 1 is three places away from graph 2 and points are on average five away from the center in both graphs. This is accurate because graph 1 has a mean of 7 and graph 2 has a mean of 10, representing a difference of 3. The average deviation, or the spread of data points around the mean, remains equal at 5 for both graphs, indicating a consistent level of variability despite their different centers.