research methods psy2023 Flashcards

1
Q

what should the answers of pearsons correlation coefficient range between

A

r and -1 -> 1

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2
Q

how to work out sum of xy, sum of x and y squared

A

xy -> sum of the product of each x*y
sum x/y squared -> sum of each x squared individually

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3
Q

what is y = a + (b * x) used for

A

simple linear regression
best values go into these in order to predict later scores

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4
Q

relationship between a and b and b1 and b0

A

a may be b0 and b may be b1
the equation and process is still the same
may be displayed as y= b0 + b1x

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5
Q

what are residual values

A

the difference between an observed and expected value when predicting scores in linear regression
calculate observed-fitted

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6
Q

how to predict values in simple linear regression

A

put back into equation y=a + (b * x)

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7
Q

multiple correlation: how to work out
prop of variability in Y explained by x1 (r2)
p of v in y explained by x2 (r2)
p of v in y explained by x1 and x2(r2)

A

y and x1 = r01 squared
y and x2 = r02 squared
x1 ans x2 = multiple correlation = rsquared equation

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8
Q

what do you need to work out do do the equation in multiple correlation

A

r01, r02, r12 and their squares

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9
Q

when is r12 used in multiple correlation

A

only the equation, it is not proportion of variability in y explained by x1 and x2 together

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10
Q

how to work out a, b, sa, and sb in sobel test

A

a = effect of x on m (dv=m)
b = effect on m on y (dv = y)
sa and sb of the standard errors

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11
Q

what do you need to know in sobel before doing the equation

A

a, b, a squared, b squared
sa, sab, sa squared and sb squared
make sure negatives are removed when squaring minus numbers

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12
Q

how to use lookup table in correlation coefficient

A

degrees of freedom/numbers on left is N

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13
Q

how to assess bias

A

risk -> avoiding systematic error
control
selection, performance, detection bias and reporting bias

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14
Q

how do you use literature to support a mediation model

A

need 3 relationships
predictor -> outcome
predictor -> mediator
mediatory -> outcome

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15
Q

types of mediation

A

full: entirety of association between y and y is explained by m
partial: some of association between x and y explained by m

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16
Q

types of probability based sampling

A

random
stratified random -> stratify into homogenous groups then simple random
cluster -> natural sampling unit is a group (secondary schools)
systematic -> every nth person from a sampling frame (every 10th to enter website)

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17
Q

non probability sampling types

A

convenience
quota sampling - first 20
snowball - referrals
judgement - based on judgement, sample from representative subgroup

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18
Q

errors of coverage - sampling

A

populations of inferences -> who the conclusions are for
target pop - pop of inference - disregarded groups
frame pop - portion of target pop that may be studied
coverage error is the difference between frame populations and population of inference

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19
Q

how to reduce coverage error

A

obtain as complete as sample frame as possible, or be frameless
post stratifying - weight based on population of inference

20
Q

assumptions for regression models

A

relationships are linear
errors assumed to be independent (random scatter), normally distributed and with common varience (scatter similar to all points with no obvious patterns)

21
Q

how to test significance of linear regression

A

test null hypothesis
use one sample t test
if a straight line is suitable to model the data
need slope of regression line to be 0

22
Q

what is the meaning of r squared

A

the proportion of variability in percentage that measures the proportion of the variance in a dependent variable that is explained by the independent variable(s) in a regression model

23
Q

what the the normality tests

A

kolmogrov-smirnov and shapiro-wilk
need p values to be non-significant to show that there is no evidence for them not to be normally distributed
need normal distribution

24
Q

what are we interested in in mediation

A

a - whether a direct effect of x on y exists
b - whether indirect effect of x on y via m exits
c - whether an additional effect of x on y exists having allowed for m

25
Q

what is the casual steps method/baron and kenny’s method

A
  1. find effect (significance) of X in a simple linear regression on Y
  2. find the effect (significance) of X in a simple linear regression on M
  3. find the effect (significance) of m in a multiple regression on y with x
  4. find the effect (significance) of x in a multiple regression on Y with M
26
Q

meaning of results from causal steps method

A

1 tells us about a
2+3 tells us about b
4 tells us about c
if x is sig in 1 but not 4 it means m mediates the relationship between x and y

27
Q

what is the simple regression equation in formula and spss terms (step one)

A

y = a + (b * x)
dependent variable = unstandardised coefficient b constant + USB variable x * variable x
if it is significant x predicts y

28
Q

what is the regression equation for step 2 in spss output

A

dependent variable (m) = UCB constant + x variable UCB * grade variable

29
Q

multiple regression equation in spss

A

y = ucb constant + ucb variable x * x + ucb variable m * m

30
Q

issues with causal steps/baron and kennys method

A

5% cut off not ideal to measure mediation relationships with

31
Q

alternative to causal steps

A

using indirect effect
ie = a * b
where a = regression coefficient using x to predict m
b = regression coefficient for m when using x and m to predict y
use confidence intervals to assess significance

32
Q

what is a confidence interval

A

range of values that the true values would lie in 95% of the time

33
Q

common limitations

A

design -> causation, limited sample application
data collection -> bias
analysis -> power, clear reporting
results -> internal or external validity

34
Q

what is moderation for

A

to show how the association between predictor and outcome can vary depending on another variable
association between x and y depends on m

35
Q

difference between mediation and moderation

A

med -> x affects y, and x affects m which affects y
mod- association between x and y differences depending on m

36
Q

how is moderation visualised on a graph

A

when groups diverge, converger or cross
not when parallel

37
Q

how do effect size, varience and sample size affect significant

A

es- larger the diff between two groups, more likely the samples diff
variable - larger varience, less likely to be sig
ss - smaller samples more easily weighted

38
Q

how to centre variables moderation

A

variable - mean of variable

39
Q

how to write moderation equation

A

same as linear with y = a + (x * variable) + (x * variable) + ( x * variable1 * variable 2)

40
Q

how to know if there is a mediation model

A

if theres a stronger association between x and y when m is involved = mediation
when just x and y is stronger - no mediation and direct effect

41
Q

how to write up mediation model

A

state association
write equation
state significant
state what it means
state r squared and the % of variation that the variable counts for
copy for each and then and the end sum up if there’s a model or not

42
Q

how to write up moderation

A

regression equation
what variables contribute to to explaining y and their significance
say whether the interaction of x and m is significant, and therefore is there a moderation model

43
Q

what to put into intuitive explanations

A

what results for x and m alone may mean for y

44
Q

how to read spss results for peason’s correlation

A

look at sig. 2 tailed value

45
Q

how to report pearson’s correlation

A

r squared
n value
significance
evidence to reject null? state null