In: Statistics and Probability
Answer True or False to each of the following. Write the answer in the column on the right.
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The width of the confidence interval is the margin of error. |
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If a test is run and p=0.04, then we can reject H0 at ?=0.01. |
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If a 95% CI for the difference in two independent means is (-4.5 to 2.1), then the point estimate is -2.1. |
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The difference in means between two groups can be statistically significant, but not clinically significant. |
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The greater the test statistic (i.e. z, t, or F), the greater the p value. |
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If a 95% CI for the difference in two independent means is (2.1 to 4.5), there is no statistically significant difference in means. |
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According to the central limit theorem, even if a population parameter is not normally distributed in a sample, the distribution of the sample means, if sufficiently large (n>30) will be normal. |
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Confidence intervals for relative risks and odds ratios require the usage of the natural log in their formula. |
1) The width of the confidence interval is the margin of error.-false ( it is 2*margin of error)
2)If a test is run and p=0.04, then we can reject H0 at ?=0.01 -false (we reject if p value is lesss than 0.01)
3)If a 95% CI for the difference in two independent means is (-4.5 to 2.1), then the point estimate is -2.1. -false
( it should be (-4.5+2.1)/2=-1.2)
4)
The difference in means between two groups can be statistically significant, but not clinically significant. --true
5)
The greater the test statistic (i.e. z, t, or F), the greater the p value.--False
6)If a 95% CI for the difference in two independent means is (2.1 to 4.5), there is no statistically significant difference in means. -False
7)According to the central limit theorem, even if a population parameter is not normally distributed in a sample, the distribution of the sample means, if sufficiently large (n>30) will be normal. --true
8) Confidence intervals for relative risks and odds ratios require the usage of the natural log in their formula.-true