Question
1. An outlier in a data set can significantly affect the value of the mean but not the median. True False 2. Data are collected
1. An outlier in a data set can significantly affect the value of the mean but not the median.
True
False
2. Data are collected on the fuel economy of 2016 model midsize cars. The information measured in average miles per gallon (mpg) is summarized below:
Descriptive Statistics: MPG
Variable | Total Count | Mean | StDev | Min | Q1 | Median | Q3 | Max |
MPG | 32 | 31.750 | 3.874 | 24.000 | 28.000 | 32.500 | 33.750 | 41.000 |
The government is interested in cars using less fuel, so they decide to provide a 'gas guzzler tax' for those who own vehicles that get bad gas mileage (low numbers for mpg). What is cutoff for MPG if you want only 25% of the cars to receive this tax?
Group of answer choices
28.000mpg
33.750mpg
32.500mpg
None of these answers are correct.
3. Suppose your data represent revenues from a group of 20 stores in a retail chain across the country, and revenue is measured in millions of dollars. The standard deviation of this data set would also be measured in millions of dollars.
True
False
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