In: Statistics and Probability
BOXPLOTS AND WHISKERS | ||||||||
Scenario: | ||||||||
You work for the Medical Center's retail division. This division is responsible for managing the | ||||||||
sales and rentals of products from the gift shops, cafes, cafetrias, and medical equipment | ||||||||
rentals. You've been asked by the Director to undertake initiatives to boost sales at the gift | ||||||||
shops. You've worked with the Marketing Department to produce a couple of posters to | ||||||||
strategically place throughout the system. You're expected to create a boxplot & whiskers | ||||||||
diagram for each scenario (sales without posters & sales with posters). | ||||||||
Gift Shops | Sales w/o Posters | Sales w/Posters | ||||||
218 | 215 | 240 | ||||||
224 | 180 | 220 | ||||||
236 | 150 | 190 | ||||||
252 | 180 | 175 | ||||||
270 | 201 | 220 | ||||||
282 | 207 | 215 | ||||||
292 | 195 | 219 | ||||||
304 | 180 | 295 | ||||||
Please provide your interpretation of the results. For example, you might want to compare the two | ||||||||
diagrams and point out the similarties and differences. You may want to share some relevant descriptive | ||||||||
statistics about the two groups of data. | ||||||||
For better understanding I have shown the steps to find the median and quartiles and then drawn the boxplot using them
Sales w/o Posters
Sales w/Posters
Comparing the two boxplot we see
That the sales has improved with display of poster.
The median value for sales without poster was 188.5 but with with
poster it has increased to 221.75
Also without poster ther max sale was 215 but with poster it has scaled upto 295.
The min sales with poster is 175 with is considerable more than the min sales without poster.