Research Methods: Chapters 8 Flashcards
Explain the Directionality and the Third-Variable Problems.
Directionality Problem - When we don’t know which variable came first.
Third-Variable Problem - When there could be an alternate explanation for the association between the two variables.
What is the Pearson Product-Moment Correlation Coefficient (r)?
- A number that tells us how strong the relationship is between two variables.
- Ranges from -1.0-+1.0
r = Σ(Zx)(Zy)/N-1
What is the Probability Estimate (p)?
- The probability that the sample’s association came from a population in which the association is zero.
- The probability of making a Type 1 Error
- p or sig(significance)
-The probability of being wrong is 0.05 or below- Either significant or not (nonsignificant), not in between.
What is Effect Size? What does it mean to have a larger (or stronger) effect size?
Effect Size - Describes the strength between two or more variables.
x < .10 = weak
.10< x > .50 = moderate
x > .50 = string
Having a larger effect size allows for more accurate predictions and is usually more important
What does a Statistically Significant and Nonsignificant Result Mean?
If the probability (p) associated with the result is very small (0.05 / 5% or less), we know that the result is very unlikely to have come from a zero-association population.
If the probability (p) associated with the result is higher than 0.05 / 5%, we know that the result is not unlikely to have come from a zero-association population.
What is Restriction of Range?
When there is not a full range of scores on one of the variables in the association, the correlation appears smaller than it really is.
Explain Spurious Association.
A relationship in which two or more variables are associated but not causally related, due to either coincidence or a third variable.
What is a Moderator?
When the relationship between two variables changes depending on the level of another variable, that other variable is called a moderator.
What is a Bivariate Correlation?
An association that involves exactly two variables.