Exam 4 Flashcards

(53 cards)

1
Q

Field Research

A

Naturalistic observation, Case studies, Archival

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2
Q

Qualities of Field research

A

little or no manipulation, little or no random assignment, less control

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3
Q

Whats the point of field research

A

External validity, easy generalization to real world

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4
Q

When do we use a Quasi-Experiment?

A

When a true experiment is not possible, unethical to move people around (like sick/not), and it is not possible to change peoples genes

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5
Q

Qualities/aspects of a quasi-experimental design

A

causal hypothesis, at least 2 levels of an IV(not always manipulated), specific procedures for testing hyp, some controls for threats to validity(double-blind,automation etc.)

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6
Q

Types of quasi-experimental designs:

A

Non-equivalent control-group design

Interrupted time-series design

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7
Q

Non-equivalent control group design

A

pre-existing control/experimental group, groups can be made similar on important

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8
Q

Interrupted time-series design

A

One group tested repeatedly, Within subjects design

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9
Q

Types of designs for Program Evaluations:

A

randomized control group design, non-equivalent control group design, single group interrupted time series, pretest-posttest design(w/no control group, not recommended)

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10
Q

Why transfer data?

A

Make non-normal distributions, or conceptual reasons for better understanding of the data

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11
Q

Types of transformations

A

sqrt(X), Log2(X), 1/(X)

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12
Q

Data transformation:Skew, how to report?

A

Use the raw data for: Descriptive summary values (Mean, SD, N)
Use Transformed data to: Run the parametric tests(t,F,ANOVA)

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13
Q

Platykurtotic

A

flat (values distributed evenly)

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14
Q

Leptokurtotic

A

Tall (values mostly around the mean, and less extremes)

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15
Q

Types of data

A

Nominal, Ordinal, Interval, Ratio

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16
Q

Nominal

A

Data with an order

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17
Q

Ordinal

A

Ordered, but not necessarily evenly spaced

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18
Q

Interval

A

Equal interval, no absolute 0

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19
Q

What do you use when you do not have an equal interval but want one?

A

Item response theory

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20
Q

Describe item response theory

A

How likely is it that a given person will get a question correct, It put persons responding, and the items they are responding to on the same scale… (so equal interval)

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21
Q

Ratio

A

Ordered, equal intervals, absolute zero

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22
Q

When do you use the Rasch Model?

A

For dichotomous responses (like true false)

23
Q

When do you use the Rasch credit model?

A

For polytomous responses

24
Q

Information received from Item Response Theory:

A

item difficulty (b), Step difficulty (o), and person scores(0)

25
In multiple regression what is this used for: | Y'=a+b1X1+b2X2
To predict a DV from multiple IV's (1 DV, IV1, IV2, IV3…etc.) (allows one to assess how many (or few) IVs predict a DV in a model)
26
Y'=a+b1X1+b2X2
``` a = regression constant (intercept) b1 = partial regression coefficient for IV predictor 1 b2 = partial regression coefficient for IV predictor 2 X1 = score on IV predictor 1 X2 = score on IV predictor 2 ```
27
Hierarchical Multiple regression
Planned, incremental, multiple regression is done in steps, and planned by YOU
28
Stepwise Multiple regression
Unplanned, incremental, computer selects best IV correlated with the DV successively, Examine R2 and its change. (not the best bc you can end up with a worse model than if you made it)
29
Issues with Multiple regression:
IV's may be correlated
30
multicollinearity
When the IV's overlap too much
31
Special correlations
Partial regression coefficient, Semi-partial ("Part") correlation, partial correlation
32
Partial regression Coefficients
a regression weight that adjusts for the other regression weights in a multiple regression model, but when both predictors are taken together in the same model, the regression weights change
33
Semi-partial ("Part") correlation
when squared, (sr2) is the unique proportion of Y variance uniquely explained by X1
34
Partial correlation
when squared, (pr2) is the proportion of variance in Y not associated with X2 that is associated with X1
35
Multiple regression becomes complex when...
you add in IV predictors that are related to each other
36
Factor Analysis
used to reduce the several variables into sets of variables | assess how well items or scores align themselves on single or multiple dimensions
37
Two types of Factor Analysis
Exploratory, and confirmatory
38
Exploratory factor analysis
the goal is to extract a common variance of the variables with their factors
39
What question does EFA answer?
how many factors are in this set of variables
40
Factor loading=
correlation of variable X with a factor
41
Confirmatory factor analysis (CFA)
We know how many factors we want to extract, and we know what relationship the factors should have with the variables
42
Reliability
consistency or stability in measurement
43
If a test is not "reliable"...
there is too much measurement error
44
X (observed score) =
T (true score) + E (Error)
45
Ways to test reliability:
Test-retest Reliability, Slipt half, Chronbach's alpha, Item-total correlation
46
Test-retest reliability
measure the same people twice on the same scale, then compute the coefficient between the two occasions
47
Why can test-retest reliability be misleading?
scores can shift up, yet maintain the same order, did they improve? or are they stable? ??????
48
Split half (reliability)
split the test in half and correlate the two halves
49
Split half strengths
can get reliability estimate with only one test
50
Split half weaknesses
measuring the same traits throughout the scale?
51
Chronbach's Alpha
Average of all possible ways of splitting a test
52
Problems with Chronbach's Alpha
the more items there are, the more reliable the test is…which means Cronbach’s alpha is measuring…?
53
Item-total correlation
take item 1's score and correlate it with the sum of all others. (If persons score high on this item, and high on the total test, then the relationship should be high.)