Use the table to answer the question.
Data Point Absolute Deviation
5 17.3
10 12.3
45
12 10.3
27
35 12.7
The table lists Jude’s data for how many people walk into a store each half hour. The mean is 22.3. Identify the absolute deviation for each missing value. Round each value to the nearest tenth.
(1 point)
Data Point Absolute Deviation
5 17.3
10 12.3
45
12 10.3
27
35 12.7
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To find the absolute deviation for each missing value, we need to find the difference between each data point and the mean.
Given that the mean is 22.3, we can calculate the absolute deviation for each missing value as follows:
For the missing value between 45 and 12, we find the difference between the mean and each of these data points:
Absolute deviation for 45: |45 - 22.3| = 22.7
Absolute deviation for 12: |12 - 22.3| = 10.3
For the missing value between 27 and 35, we find the difference between the mean and each of these data points:
Absolute deviation for 27: |27 - 22.3| = 4.7
Absolute deviation for 35: |35 - 22.3| = 12.7
Therefore, the absolute deviations for the missing values are:
Missing value between 45 and 12: 22.7
Missing value between 27 and 35: 4.7
give me da answer
The absolute deviation for the missing value between 45 and 12 is 22.7, and the absolute deviation for the missing value between 27 and 35 is 4.7.
To find the absolute deviation for each missing value, we can use the formula:
Absolute Deviation = |Data Point - Mean|
Let's calculate the absolute deviation for the missing values:
For the missing value after 45:
Absolute Deviation = |45 - 22.3|
= 22.7 (rounded to the nearest tenth)
For the missing value after 27:
Absolute Deviation = |27 - 22.3|
= 4.7 (rounded to the nearest tenth)
Now we can fill in the table with the calculated absolute deviations:
Data Point | Absolute Deviation
-----------------------------------------
5 | 17.3
10 | 12.3
45 | 22.7
12 | 10.3
27 | 4.7
35 | 12.7