4. The monthly cell phone bills for 100 senior citizens are summarized in the following frequency distribution table:| Cell Phone Bill (in dollars) Frequency 10 to less than 20 20 to less than 30 1 9 30 to less than 40 10 40 to less than 50 26 50 to less than 60 43 60 to less than 70 Total 11 100 a. Using the frequency distribution table, calculate the mean cell phone bill amount. Note: You may add columns to the table to assist you with your work. b. Using the frequency distribution table, and treating the data as population data, calculate the standard deviation of cell phone bill amount. Note: You may add columns to the table to assist you with your work. c. Estimate the class range that contains the median cell phone bill amount.

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4. The monthly cell phone bills for 100 senior citizens are summarized in the following frequency
distribution table:|
Cell Phone Bill (in dollars) Frequency
10 to less than 20
20 to less than 30
1
9
30 to less than 40
10
40 to less than 50
26
50 to less than 60
43
60 to less than 70
Total
11
100
a. Using the frequency distribution table, calculate the mean cell phone bill amount. Note: You
may add columns to the table to assist you with your work.
b. Using the frequency distribution table, and treating the data as population data, calculate the
standard deviation of cell phone bill amount. Note: You may add columns to the table to assist
you with your work.
c. Estimate the class range that contains the median cell phone bill amount.
d. Does the data appear to be skewed? If yes, in what direction? Describe how you came to this
conclusion.
e. Circle True (T) or False (F) for the following statement:
T F Selecting 100 senior citizens out of 500 who live in a particular town in order to calculate
the mean cell phone bill of seniors in the town is an example of sampling without
replacement.
Transcribed Image Text:4. The monthly cell phone bills for 100 senior citizens are summarized in the following frequency distribution table:| Cell Phone Bill (in dollars) Frequency 10 to less than 20 20 to less than 30 1 9 30 to less than 40 10 40 to less than 50 26 50 to less than 60 43 60 to less than 70 Total 11 100 a. Using the frequency distribution table, calculate the mean cell phone bill amount. Note: You may add columns to the table to assist you with your work. b. Using the frequency distribution table, and treating the data as population data, calculate the standard deviation of cell phone bill amount. Note: You may add columns to the table to assist you with your work. c. Estimate the class range that contains the median cell phone bill amount. d. Does the data appear to be skewed? If yes, in what direction? Describe how you came to this conclusion. e. Circle True (T) or False (F) for the following statement: T F Selecting 100 senior citizens out of 500 who live in a particular town in order to calculate the mean cell phone bill of seniors in the town is an example of sampling without replacement.
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