Chapter 8 - Hypothesis Testing (Two-Sample) Flashcards
1
Q
Two-sample hypothesis testing
A
- in a two-sample hypothesis-testing problem, the underlying parameters of two different populations, neither of whose values are known, are compared
- different tests are available, depending on study design
2
Q
Longitudinal or follow-up study
A
- the same group of people is followed over time
- also, this represents a paired-sample design because each person is used as his or her own control
3
Q
Cross-sectional study
A
- the participants are seen at only one point in time
- this study represents an independent sample design because two completely different groups of people are being compared
- a cross-sectional study is also less expensive than a follow-up study
4
Q
Types of two-sample data
A
- paired samples
- independent samples
5
Q
Paired samples
A
- when each data point in the first sample is matched and is related to a unique data point in the second sample
- may represent two sets of measurements on the same people
- or, on different people who are chosen on an individual basis using matching criteria
6
Q
Independent samples
A
- when the data points in one sample are unrelated to the data points in the second sample
7
Q
Two-sample t-test for independent samples
A
- the two-sample t-test for independent samples is used to test hypotheses of independent samples
8
Q
F distribution
A
- not a symmetric distribution
- positively skewed
- family of distributions that depend on degrees of freedom
9
Q
Two-sample t-test for independent samples with unequal variances
A
- since variances are unequal, we shouldn’t use a pooled estimate of variance
- instead, the traditional estimates for variances are used
10
Q
Estimation of sample size for two-sample hypothesis tests
A
- sample size estimation is more difficult for two-sample tests of hypotheses because there are two samples sizes to consider
- for some study designs, estimating equal sample sizes is appropriate, but some health conditions (eg. a rare disease), it may be unrealistic to obtain equal sample sizes