Subject | Vitamin D |
1 | 55.994 |
2 | 47.346 |
3 | 51.744 |
4 | 51.171 |
5 | 57.201 |
6 | 56.836 |
7 | 53.378 |
8 | 43.720 |
9 | 49.885 |
10 | 49.398 |
11 | 50.763 |
12 | 58.868 |
13 | 53.006 |
14 | 55.206 |
15 | 61.534 |
16 | 52.371 |
17 | 54.461 |
18 | 53.017 |
19 | 48.578 |
20 | 49.415 |
21 | 51.758 |
22 | 57.314 |
23 | 57.444 |
24 | 48.401 |
25 | 48.328 |
26 | 49.784 |
27 | 48.893 |
28 | 55.942 |
29 | 46.437 |
30 | 55.696 |
31 | 51.958 |
32 | 51.040 |
33 | 56.077 |
34 | 50.727 |
35 | 57.855 |
36 | 57.818 |
37 | 55.631 |
38 | 59.430 |
39 | 53.673 |
40 | 45.377 |
41 | 56.994 |
What is the estimated 95% confidence interval (CI) of the average blood vitamin D level of US landscapers in ng/mL?
Please note the following: 1) you might calculate a CI that is different from any of the multiple choice options listed below due to rounding differences, therefore select the closest match; 2) ensure you use either the large or small sample CI formula as appropriate; and 3) you may copy and paste the data into Excel to facilitate analysis.
Select one:
a. 51.7 to 54.2 ng/mL
b. 45.5 to 62.3 ng/mL
c. 57.6 to 61.0 ng/mL
d. 57.3 to 62.9 ng/mL
= 1-0.95=
0.05
z0.05/2 = 1.960
confidence interval =
Lower bound = 52.938 - 1.960 * 4.175 / =
51.66 = 51.7
Lower bound = 52.938 + 1.960 * 4.175 / =
54.216
So answer is a.
Subject Vitamin D 1 55.994 2 47.346 3 51.744 4 51.171 5 57.201 6 56.836 7...
Subject Vitamin D 1 57.704 2 48.321 3 56.444 4 59.315 5 52.361 6 62.644 7 54.918 8 48.405 9 53.112 10 48.596 11 44.253 12 54.611 13 52.675 14 53.014 15 57.334 16 53.471 17 51.682 18 58.367 19 49.117 20 54.089 21 55.066 22 52.076 23 53.669 24 49.429 25 53.000 26 56.782 27 53.399 28 48.390 29 59.187 What is the estimated 95% confidence interval (CI) of the average blood vitamin D level of US landscapers in...
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