Adolescent fertility rate (births per 1,000 women ages 15-19): 90% Confidence Level
Adolescent fertility rate (births per 1,000 women ages 15-19) |
19.8208 |
9.5292 |
43.7244 |
5.6706 |
5.0092 |
18.7038 |
8.1462 |
51.2912 |
20.0066 |
11.336 |
30.4734 |
16.1048 |
17.8444 |
7.1886 |
14.9762 |
37.4372 |
22.0306 |
10.286 |
34.1514 |
28.9362 |
Sample size = n = 20
Degrees of freedom = n - 1 = 20 - 1 = 19
Point estimate = Sample mean = = 20.6333
Alpha-level = 0.10
t-score = 1.729
( From t table)
Sample Standard Deviation = s = 13.1639
Here E is a margin of error.
We have to construct a 90% confidence interval.
Formula is
So confidence interval is ( 20.6333 - 5.0898 , 20.6333 + 5.0898) = > ( 15.5436 , 25.7231)
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