The table shows the location and number of floors in some of the tallest buildings in the world.

a. Find, and interpret (report in context) the mean number of floors in this data set. Select the correct choice below and fill in the answer box within your choice. (Type an integer or a decimal. Do not round.) O A. The typical number of floors per city is B. The typical number of floors of the tallest buildings is 120.6 . O C. The typical number of floors in each tallest building is O D. The typical number of floors in each city is 6. Find and interpret the standard deviation of the number of floors in this data set. Select the correct choice below and fill in the answer box within your choice. (Type an integer or decimal rounded to the nearest tenth as needed.) O A. The standard deviation of the number of floors in each city is O B. The standard deviation of the number of floors per city is C. The standard deviation of the number of floors of the tallest buildings is 27.3 . O D. The standard deviation of the number of floors in each tallest building is c. Which of the given observations is farthest from the mean and therefore contributes most to the standard deviation? The number farthest from the mean that contributes the most to the given standard deviation is , which represents the number of floors in City 4. City 5. City 1. City 3. City 2.c. Which of the given observations is farthest from the mean and therefore contributes most to the standard deviation? The number farthest from the mean that contributes the most to the given standard deviation is ,which represents the number of floors in City 4. City 5. City 1. City 3. City 2.