SOLUTION: The following data values are per capita expenditures on public libraries for each of the 50 states. 29.48 24.45 23.64 23.34 22.10 21.16 19.83 18.01 17.95 17.23 16.53 1

Algebra ->  Probability-and-statistics -> SOLUTION: The following data values are per capita expenditures on public libraries for each of the 50 states. 29.48 24.45 23.64 23.34 22.10 21.16 19.83 18.01 17.95 17.23 16.53 1      Log On


   



Question 1196455: The following data values are per capita expenditures on public libraries for each of the 50 states.
29.48
24.45
23.64
23.34
22.10
21.16
19.83
18.01
17.95
17.23
16.53
16.29
15.89
15.85
13.64
13.37
13.16
13.09
12.66
12.37
11.93
10.99
10.55
10.24
10.06
9.84
9.65
8.94
7.70
7.56
7.46
7.04
6.58
5.98
19.81
19.25
19.18
18.62
14.74
14.53
14.46
13.83
11.85
11.71
11.53
11.34
8.72
8.22
8.13
8.01
Use a histogram starting at 5 and using a class width of 5 to find the approximate values of the percentiles. (Round the answers to one decimal place.)
50th
80th
20th
90th
40th


Answer by greenestamps(13200) About Me  (Show Source):
You can put this solution on YOUR website!


A histogram will not be useful in determining percentiles.... And that is a process you can do yourself with a little effort.

Determining percentiles with a list of numbers for each of the 50 states will be easy -- each percentile represents 2 states. So, for example, the 80th percentile represents 40 states, so the 80th percentile is the number that is 40th from the bottom of the list. Or, if you want to be technical, the 80th percentile is the number halfway between the 40th and 41st numbers from the bottom.