Use the following data to answer questions 6-9:
Store # |
Region |
Cars Sold Today |
Sales $ |
1 |
East |
2 |
$ 40,000 |
2 |
West |
4 |
$ 80,000 |
3 |
East |
0 |
$ - |
4 |
South |
3 |
$ 60,000 |
5 |
North |
5 |
$ 100,000 |
6 |
North |
4 |
$ 80,000 |
7 |
South |
3 |
$ 60,000 |
8 |
South |
1 |
$ 20,000 |
9 |
East |
5 |
$ 100,000 |
10 |
West |
5 |
$ 100,000 |
11 |
East |
4 |
$ 80,000 |
12 |
West |
6 |
$ 120,000 |
13 |
East |
2 |
$ 40,000 |
14 |
South |
1 |
$ 20,000 |
15 |
North |
2 |
$ 40,000 |
16 |
North |
5 |
$ 100,000 |
17 |
South |
5 |
$ 100,000 |
18 |
South |
3 |
$ 60,000 |
19 |
East |
4 |
$ 80,000 |
20 |
West |
0 |
$ - |
6) What is the correct number of classes to display the cars sold today in a histogram (using the methodology in the book)?
7) What is the relative frequency for 3 cars sold (rounded to a whole %)?
8) What is the cumulative relative frequency for 3 cars sold (rounded to a whole %)?
9) Which region had the highest Total Sales $?
7. Histogram
No. of classes = 6 (Option d)
7. No. of stores selling 3 cars = 2
Total no. of stores = 20
Relative frequency for 3 cars sold = 3/20*100 = 15% (Option B)
8. Cumulative relative frequency for 3 cars sold = 4+3+3 = 10
Percentage of Cumulative relative frequency for 3 cars sold = 10/20*100 = 50% (Option C)
10. Region with highest Total Sales: West (Option C)
Region | Total Sales |
East | 100000 |
West | 220000 |
North | 200000 |
South | 100000 |
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