Statistics 1- 4 Flashcards

1
Q

variance between IV levels is represented by

A

difference in means between IV levels

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2
Q

variance between IV levels is possibly caused by

A

Manipulation of IV (treatment effects)
Individual differences
Experimental error - Random or Constant error

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3
Q

variance within IV levels is possibly caused by

A

Indiv diff

Experimental error - Random error only

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4
Q

why is it so important that constant error is eliminated ( in the context of t-tests)

A

T tests use the variance Within IV levels to filter out the Variance Between IV levels.
Constant error can only create variance between IV levels and so can not be used by the variance within IV levels and filtered out.
Therefore, Its bias will continue through the T-test results

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5
Q

t value close to zero represents

A

small variance between IV levels relative to within IV levelst

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6
Q

value far from zero represents

A

large variance between IV levels relative to within IV levels

(manipulation of IV has had effect)

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7
Q

when is a DF more reliable

A

when it is higher

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8
Q

what does DF represent

A

degrees of freedom.

no. of pop parameters subtracted from sample size

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9
Q

Levenes test is a measure of

A

difference between variances

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10
Q

What result do we want from a Levenes test.
how is this shown

A

we want the null hypothesis.

because a null hypothesis represents no change in variance.

So don’t violate assumption of equal variance.

this is shown when p is greater than .05

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11
Q

if experiment is quasi, it may violate the assumption of independent observation.

How do we check for this and what does it mean

A

Group A cannot be used to predict Group B scores.

Check for a correlation between Groups. SPSS will show this.

Don’t want a correlation

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11
Q

if data seriously violates assumptions of t test , we should

A

use Mann whitney U test

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12
Q

what are the assumptions of a t test

A

normality: DV normally distributed under each level of IV

Homogeneity of variance: Varience in DV should be equivalent

Equivalent sample size: matters more for smaller samples

Independence of observations: Can group A predict group B .can assume is true if random allocation has occoured.

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13
Q

when can normality be assumed in a paired t-test

A

when n greater than 30

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14
Q

what assumptions do we make when conducting paired t test

A
  • Normality (of difference scores of individuals between group (xiA - xi B)
  • sample size (only threatened when get drop outs)
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15
Q

what parametric test do u use when assumptions are violated for paired t test

A

wilcoxon t test

16
Q

can 95% confidence intervals be used to assume a difference in IV levels?

what do we take into account

(paired t test)

A

No. not alone.

Need to look into influence of IV in terms of size AND consistency of effect.

consistancy as in individual participant’s DV score changes at a similar rate between conditions

17
Q

when is an anova test used.

A

when measuring diff in sample means of an IV that has more than 2 levels

18
Q

how does the F value from ANOVA test relate to t value

A

F = t ^2

19
Q

if ANOVA tests the same thing as t tests, why not just run three seperate t tests, one between each level?

A

because in each t test, there is a 5% chance of a type 1 error.
If we run multiple tests (from same population), this chance will increase.

e.g. more likely that will find a difference from chance alone

20
Q

Familywise error rate

A

the probability that at least one of a family of comparisons, run on the same data, will result in a type 1 error

It provides a corrected significance level (a), expressing the probability of making a Type 1 error.

1 - (1-a)^c

21
Q

what are omnibus tests

A

tests that control the familywise error rate e.g. ANOVA

22
Q

assumptions for ANOVA test

A
  • Normality
  • Homogeneity of variance
  • Equivalent sample size
  • Independent observations
23
Q

s

A

s

24
Q

what is a small, medium, large value of eta ^2

A

small > .01, med > .06, large > .14

25
Q

what does partial eta ^2 test

A

how much variance in the DV is explained by the manipulation of the IV overall

26
Q

assumptions of RM ANOVA test

A
  • normality of distribution of difference scores under each IV level pair
  • Sphericity (homogeneity of Covariance). variance in difference scores under each IV level pair should be reasonably equivalent
27
Q

what stats test do we use to test Sphericity in ANOVA RM

what does H0 state

A

Mauchly’s test

H0: no diff between covariances under each IV level pair (what we want)

28
Q

what is sensitisation - order effects

A

p.p works out aim of study

29
Q

what are carry over effects - order effects

A

effects of exposure to first IV will impact next IV

30
Q

alternatives when counterbalamcing isn’t viable

A

practice - extensive pre study practice
fatigue - short experiment
sensitisatipn - longer gap between
carry over - include control

31
Q
A