(a) Average sales per store = Total Sales per chain / Total number of stores
= (149 * 7231) + (74 * 3585) + (361 * 505) + (59 * 3238) / (149 + 74 + 361 + 59)
= 1716056 / 643 = 2668.827 $ 2669
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(b) To find the median salary, we arrange the salaries in ascending order and create the cumulative frequency table as shown
Sales | 505 | 3238 | 3585 | 7231 |
Stores | 361 | 59 | 74 | 149 |
CF | 361 | 420 | 494 | 643 |
Sine the total number of stores is 643, the median will be = (643 + 1) / 2 = 322nd store. The 322nd store has a sales value of 505 as seen in the table.
Therefore the median sales = $ 505
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(c) Average sales / chain = (Sales / Store * number of stores) / Total number of chains
= (149 * 7231) + (74 * 3585) + (361 * 505) + (59 * 3238) / 4
= 1716056 / 4 = $ 429014
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Score: 0 of 1 pt Instructor-created question 4 of 27 (3 complete) Using the data on...
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