Group | Mean x | Standard deviation s | Sample size n |
Female | 0.9 | .9764 | 7 |
Male | 6.9667 | 8.899 | 21 |
Consider the confidence interval 99% (lower, upper) (-11.6634,-.47), and indicate whether each of the following statements below is correct or incorrect interpretations of this interval.
a. A 90% confidence interval calculated from the same data would be wider than the interval already computed. (True or False)
b. There is a 99% chance that the true difference in RDI Levels between men and women is contained in the interval already computed. (True or False)
c. In repeated samples, approximately 99% of all differences in sample means will fall within the bounds of the interval already computed. (True or False)
d. We can be 99% confident that the true difference in mean RDI levels between men and women is contained within the bounds of the interval already computed. (True or False)
Since critical value for 90% confidence interval is smaller for critical value for 99% CI so 90% confidence interval will be narrower.
In repeated samples, approximately 99% of all confidence intervals will contain true differences in population mean.
a. A 90% confidence interval calculated from the same data would be wider than the interval already computed.
Answer: False
b. There is a 99% chance that the true difference in RDI Levels between men and women is contained in the interval already computed.
Answer: True
c. In repeated samples, approximately 99% of all differences in sample means will fall within the bounds of the interval already computed.
Answer: False
d. We can be 99% confident that the true difference in mean RDI levels between men and women is contained within the bounds of the interval already computed.
Answer: True
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