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>2 levels of the IV
according to the decision tree, what is the first branch that determines if the test is an ANOVA?
omnibus
an _______ test asks: is there a difference across ALL conditions or across ALL time points that is greater than would be expected due to chance?
There is not a difference across all groups
what is the null hypothesis of an ANOVA?
t-test
based on the null hypothesis alone, what does an ANOVA null also mimic?
increases
what happens to type I error rate when we preform multiple tests?
.01, 0.06, 0.14
what are the small, medium and large values of peta square?
bonferroni post hoc
if you REJECT the null, what test do you also need to run?
Levene’s
running the _______ test tells you if the variation is equal among groups
We fail to reject the null hypothesis, [F(dof) = num, p = 0.227, peta =), there is no differences. The assumption of equality of variances was met (levenes p).
suppose you have a p = 0.227. how would you report the findings?
mixed ANOVA
scenario: you have 2 groups: control + experimental, and 2 times (pre and post). what test do you apply?
interaction
a graph of a mixed anova is interested in the _______ of the two group responses
one way anova
What test is performed? Scenario: A sports medicine researcher wants to know whether the number of previous concussions differs depending on which sport an athlete plays (soccer, football, or lacrosse).
We reject the null hypothesis, F(2, 27) = 4.460, p =0.021, peta = 0.24… run post hoc
What is the first part of the statement, and how should you preceed?
A sports medicine researcher wants to know whether the number of previous concussions differs depending on which sport an athlete plays (soccer, football, or lacrosse).
Output: df: 2, 27, F = 4.460, p = 0.021, peta = 0.24.
Football players saw more concussions than soccer players (p=0.018), there was no difference in concussion in football and lax (p = 0.525), or lax and soccer (p = 0.369).
Write the second half of the report statement:
A sports medicine researcher wants to know whether the number of previous concussions differs depending on which sport an athlete plays (soccer, football, or lacrosse).
post Hoc:
football - lax: 0.525
football - soccer: 0.018
lax - soccer: 0.369
1 way repeated measures
What test is applied for the given scenario?
The team physician wants to test whether symptom severity changes from before, to after a mild traumatic brain injury (mTBI), and through recovery in this sample.
We reject the null hypothesis, (F(2, 58) = 34.755, p <0.001, peta = 0.545], bonferoni
Write the first part of the null based on the output, what should be run based on this conclusion?
The team physician wants to test whether symptom severity changes from before, to after a mild traumatic brain injury (mTBI), and through recovery in this sample.
df = 2, 58, F = 34.755, p <0.001, peta = 0.545
Symptoms increased from pre to post (p<0.001), symptoms increased from pre to recovered (p =0.002), and symptoms decreased from post to recovered (<0.001).
The team physician wants to test whether symptom severity changes from before, to after a mild traumatic brain injury (mTBI), and through recovery in this sample.
Post Hoc:
Pre-post: <0.001, mean difference = -3,8
Pre-recovered: 0.002, mean differecne - -0.767
post-recovered: < 0.001: mean difference = +3.1
mixed ANOVA
Scenario: what test is applied?
An athletic trainer wants to know whether cognitive performance is affected by a mild TBI when athletes are compared to their teammates (others playing the same sport but without a mild TBI).
We reject the null hypothesis, F(num) = 250, p <0.001, peta = 0.899, Bonferoni
write the first part of the statement, and how should you proceed?
An athletic trainer wants to know whether cognitive performance is affected by a mild TBI when athletes are compared to their teammates (others playing the same sport but without a mild TBI).
Output:
Time * Group: F = 250, p <0.001, peta = 0.899
1 way repeated measures anova
Scenario: what test should be applied?
Now the athletic trainer wants to know whether changes in cognitive performance after a mild TBI from pre- to post-injury differs between athletes playing different sports.
We fail to reject the null hypothesis [F(num) = 0.497, p = 0.620, peta = 0.076, there is no sport time interaction. Time is a main effect [F(num) = 376, p <0.001, peta = 0.969]. Sport is not a main effect [F(num) = 0.926, p = 0.0423, peta = 0.134.
What is the conclusion?
Now the athletic trainer wants to know whether changes in cognitive performance after a mild TBI from pre- to post-injury differs between athletes playing different sports.
[Within subjects]
time: F = 376, p <0.001, peta = 0.969
time * sport: F = 0.497, p = 0.620, peta = 0.076
[between subjects]
Sport: F - 0.926, p = 0.423, peta = 0.134