START OF EXAM 2 chapter 8 Flashcards
bivariate correlations
associations that involve exactly two variables
A study is correlational if it has…
two measured variables
how can data be displayed in a correlational study?
scatter plot or bar graph
How will the reported result of a correlational study be shown?
correlation coefficient or a difference between means
what are the most important validities for an association claim?
construct and statistical validity
effect size
the strength of an association and the importance of a result between 2 or more variables (typically large effects are more important but a small effect size can also be very important in certain cases)
statistical validity
the extent to whch statistical conclusions are precise, reasonable, and replicable
very small or very weak effect size
0.05 or -0.05
small or weak effect size
0.10 or -0.10
moderate effect size
0.20 or -0.20
farily powerful effect size
0.30 or -0.30
what effect size is unusually large
0.40 or -0.40, possibly too good to be true (dont trust these)
A larger sample size does what to the confidence interval?
narrows it and makes it more precise
confidence interval
margin of error of the estimate, how precise is the estimate, a range designed to include the true population value 95% of the time
what does it mean if the confidence interval does not include 0?
it is statistically significant; it is unlikely to come from a population where the association is 0
what does it mean if the confidence interval does include 0?
the relationship is not statistically significant you cant rule out that the true association is 0
what does a smaller sample size do to the confidence interval?
wider confidence interval and less precise
if a result has been replicated what does that say about the association?
we can be more confident about the association
what could be affecting the association?
outliers, restriction of range, curvilinear relationships
when are outliers problematic?
when they have extreme values on both variables, and the study has a small sample size
what does restriction of range do to an association
It can make it appear weaker than it really is
Do r values describe the data as curvilinear associations?
No, it wont describe it well so dont use it
If the relationship between two variables is curvilinear, what does that suggest about the correlation coefficient?
the correlation coefficient might be closer to 0 hiding the relationship between variables
how can curvilinear relationships be detected?
using scatterplots