(Solved): A sample of wait times in minutes to be seated at two popular restaurants is shown. Use the data and ...
A sample of wait times in minutes to be seated at two popular restaurants is shown. Use the data and the box-and-whisker plots to compare the data. Restaurant A 28 36 39 40 26 28 42 43 33 35 23 36 41 50 54 Restaurant A Restaurant B Restaurant B 24 24 25 31 40 45 60 Restaurant A Restaurant B a) Describe the distribution/shape of each data set. Restaurant A is skewed left Restaurant B is skewed right b) Calculate the following statistics for each restaurant (round to two decimal places whe Mean Median Standard Deviation 39.2 20 40 + 30 40 50 60 Number of Minutes 8.77 necessary): IQR 7 c) The best measure of center for Restaurant A is Select an answer The best measure of center for Restaurant B is [Select an answer ? The best measure of spread for Restaurant A is Select an answer The best measure of spread for Restaurant B is Select an answer d) Which restaurant, based on the measures of center, has a more symmetric distribution?? e) Which restaurant is more consistent?? V
A sample of wait times in minutes to be seated at two popular restaurants is shown. Use the data and the box-and-whisker plots to compare the data. a) Describe the distribution/shape of each data set. Restaurant A is Restaurant B is b) Calculate the following statistics for each restaurant (round to two decimal places when necessary): c) The best measure of center for Restaurant A is The best measure of center for Restaurant B is The best measure of spread for Restaurant A is The best measure of spread for Restaurant B is d) Which restaurant, based on the measures of center, has a more symmetric distribution? e) Which restaurant is more consistent?
A sample of wait times in minutes to be seated at two popular restaurants is shown. Use the data and the box-and-whisker plots to compare the data. a) Describe the distribution/shape of each data set. Restaurant A is Restaurant B is b) Calculate the following statistics for each restaurant (round to two decimal places when necessary): c) The best measure of center for Restaurant A is The best measure of center for Restaurant B is The best measure of spread for Restaurant A is The best measure of spread for Restaurant B is d) Which restaurant, based on the measures of center, has a more symmetric distribution? e) Which restaurant is more consistent?