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\\ eBook Consider a sample with data values of 53, 54, 70, 59, 64, 56, 53, 69, 56, 67, and 53. Compute the mean, median, and mode. Round your answers to 2 decimal places if necessary. Median C] Mode {3 (It appears [3 times) Nielsen tracks the amount of time that people spend consuming media content across different platforms (digital, audio, television) in the United States. Nielsen has found that traditional television viewing habits vary based on the age of the consumer as an increasing number of people consume media through streaming devices (Nielsen website) The following data represent the weekly traditional TV viewing hours in 2016 for a sample of 14 people aged 18 34 and 12 people aged 35 49. Click on the datale logo to reference the data. DATA- Viewers aged 18 - 34: 24.2, 21.0, 17.8, 19.6, 23.4, 19.1, 14.6, 27.1, 19.2, 13.3, 22.9, 23.4, 17.3, 20.5 Viewers aged 35 - 49: 24.9, 34.9, 35.8, 31.9, 35.4, 29.9, 30.9, 36.7, 36.2, 33.8 29.5, 30.8 a. Compute the mean and median weekly hours of traditional TV viewed by those aged 18 34, (to 2 decimals) U Mean: hours Median: hours B h. Compute the mean and median weekly hours of traditional TV viewed by those aged 35 49. (to 2 decimals) U Mean: hours Median: hours B 0. Compare the mean and median viewing hours for each age group. Which group watches more traditional TV per week? - Select your answer - v watch more traditional TV per week. Check My Work (3 remaining) eBook Martinez Auto Supplies has retail stores located in eight cities in California. The price they charge for a particular product in each city varies because of differing competitive conditions. For instance, the price they charge for a case of a popular brand of motor oil in each city follows. Also shown are the number of cases that Martinez Auto sold last quarter in each city. Excel File: data03-15.xIsx City Price ($) Sales (cases) Bakersfield $34.99 501 Los Angeles $38.99 1,425 Modesto $36.00 294 Oakland $33.59 882 Sacramento $40.99 715 San Diego $38.59 1,088 San Francisco $39.59 1,644 San Jose $37.99 819 Compute the average sales price per case for this product during the last quarter. Round your answer to two decimal places. $ Check My Work (3 remaining) Oz Icon Key| eBook Consider a sample with data values of 7, 13, 5, 19, and 6. Compute the variance. I: (to 1 decimal) Compute the standard deviation. [:1 (to 2 decimals) The following table displays round-trip flight prices from 14 major U.S. cities to Atlanta and Salt Lake City. Click on the datafile logo to reference the data. DATA file Round-Trip Cost ($) Departure City Atlanta Salt Lake City Cincinnati 340.1 570.1 New York 321.6 354.6 Chicago 291.6 465.6 Denver 339.6 219.6 Los Angeles 359.6 311.6 Seattle 384.6 297.6 Detroit 309.6 471.6 Philadelphia 415.6 618.4 Washington, D.C. 293.6 513.6 Miami 249.6 523.2 San Francisco 539.6 381.6 Las Vegas 455.6 159.6 Phoenix 359.6 267.6 Dallas 333.9 458.6 a. Compute the mean price for a round-trip flight into Atlanta and the mean price for a round-trip flight into Salt Lake City. Round your answers to two decimal places. Atlanta Salt Lake City $ Is Atlanta less expensive to fly into than Salt Lake City? If so, what could explain this difference? (i) It is approximately the same to fly into Atlanta as Salt Lake City. This is expected because each cost represents a round-trip flight. (ii) It is more to fly into Atlanta than Salt Lake City. One explanation for this difference could the distance from each of the departure cities to Atlanta versus Salt Lake City. (iii) It is less expensive to fly into Atlanta than Salt Lake City. One explanation for this difference could the distance from each of the departure cities to Atlanta versus Salt Lake City. Choose the correct option. Select your answer -b. Compute the range (round your answers to one decimal place), variance, and standard deviation (round your answers to two decimal places) for the two samples. Atlanta Salt Lake City Range $ $ Variance Standard Deviation $ $ What does this information tell you about the prices for flights into these two cities? - Select your answer - O! [can Kev