Chapter 7 Flashcards
Z table
provides the percentage of scores between the mean and a given z value, which allows us to find its percentile rank and the percentage of scores at least as extreme as it (in both directions)
Assumptions
characteristics we ideally require the population from which we are sampling to have so that we can make accurate inferences
Parametric tests
inferential statistical analyses based on a set of assumptions about the population e.g. z test, t test, F test, Pearson’s r; more powerful
Nonparametric tests
inferential statistical analyses that are not based on a set of assumptions about the population e.g. chi-square, spearman’s r
3 main assumptions for parametric tests
(1) the dependent variable is assessed using a scale measure and IV is nominal (2) the participants are randomly selected (3) the distribution of the population of interest must be approximately normal (or as long as the sample size is at least 30 due to CLT)
Robust hypothesis tests
those that produce fairly accurate results even when data suggests that the population might not meet some of the assumptions
Critical values or cutoffs
test statistic values beyond which we reject the null hypothesis; usually one for extreme samples below the mean and one for those above the mean
Critical region (i.e. rejection region)
area in the tails of the comparison distribution in which the null hypothesis can be rejected
Alpha levels
probabilities used to determine the critical values
P value
the probability of finding this particular test statistic, or one even larger, if the null hypothesis is true (no difference between means)
Statistically significant
unlikely to get a result that is equally or more extreme by chance alone if the null hypothesis is true; does not necessarily mean the finding is important or meaningful
2 possible sets of hypotheses
directional and nondirectional
Directional hypothesis
predicting either an increase or a decrease, but not both
Nondirectional hypothesis
predicting a difference in either direction
One-tailed test
hypothesis test in which the research hypothesis is directional, positing either a mean decrease or a mean increase in the DV, but not both, as a result of the IV