Chapter 4 Flashcards
Conceptual Hypothesis
State expected relationships among concepts.
Research Hypothesis
Concepts are operationalized so that they are measurable.
Statistical Hypotheses
State the expected relationship between or among summary values of populations, called parameters. Null hypothesis (H0) Alternative hypothesis (H1)
Null Hypothesis
The hypothesis being statistically tested when you use inferential statistics.
The researcher hopes to show that the null is not likely to be true (i.e., hopes to nullify it).
Alternative Hypothesis
The hypothesis the researcher postulated at the outset of the study.
If the researcher can show that the null is not supported by the data, then he or she is able to accept the alternative hypothesis.
Steps in Testing a Research Hypothesis
- State the null and the alternative.
- Collect the data and conduct the appropriate statistical analysis.
- Reject the null and accept the alternative or fail to reject the null.
- State your inferential conclusion.
Statistical Difference
The probability that the groups are the same is very low.
Significance levels (α)
Alpha (α) is the level of significance chosen by the researcher to evaluate the null hypothesis.
5% (p< .05) or 1% (p< .01)
Type I Error
Rejecting a true null.
Probability is equal to alpha (α). ex: sending an innocent man to jail.
Type II Error
Failing to reject a false null.
Probability is beta (β). ex: setting a guilty man free
Power
our ability to reject false nulls. 1-Beta. Our ability to not make a Type II Error.
Ways to Increase Power
Be careful about how you measure your variables.
Use more powerful statistical analyses.
Use designs that provide good control over extraneous variables.
Restrict your sample to a specific group of individuals.
Increase your sample size reduces variance due to sampling error.
Maximize treatment manipulation.
Effect Size
a measure of the strength of the relationship between/among variables.Helps us determine if differences are not only statistically significant, but also whether they are important.
Ways to Calculate Effect Size
Cohen’s d – use with t-tests.
Coefficient of determination (r2) – use with correlations.
eta-squared (η2) – use with ANOVAs.
Cramer’s v – use with Chi-square analyses.
External Validity
When the findings of a study can be generalized to other populations and settings.