What is the probability of finding a sample with a mean of less than 29,000 miles?
Tire # |
Mileage |
1 |
30564 |
2 |
28886 |
3 |
29822 |
4 |
29326 |
5 |
31535 |
6 |
31880 |
7 |
28376 |
8 |
29664 |
9 |
25001 |
10 |
31981 |
11 |
31048 |
12 |
29672 |
13 |
33267 |
14 |
31512 |
15 |
35228 |
16 |
27089 |
17 |
31372 |
18 |
32749 |
19 |
28670 |
20 |
31683 |
21 |
34551 |
22 |
31811 |
23 |
29535 |
24 |
25741 |
25 |
28874 |
26 |
28535 |
27 |
28444 |
28 |
27504 |
29 |
32179 |
30 |
31491 |
31 |
29531 |
32 |
29715 |
33 |
30103 |
34 |
33841 |
35 |
28462 |
36 |
29535 |
37 |
34548 |
38 |
28165 |
39 |
30817 |
40 |
34027 |
41 |
31802 |
42 |
31878 |
43 |
31972 |
44 |
30650 |
45 |
31514 |
46 |
28820 |
47 |
32669 |
48 |
33534 |
49 |
30598 |
50 |
29459 |
a. |
Virtually 0 |
|
b. |
.000001 |
|
c. |
.000005 |
|
d. |
.000007 |
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