Essential theory Flashcards

1
Q

Choice of statistic, or statistical test, depends
on 4 things

What are they?

A
  1. Scale of measurement
  2. Research aims
  3. Experimental design
  4. Properties of dependent/outcome variable
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2
Q

What are the 3 types of research aims?

A
  1. Descriptive only
  2. Relational (correlation)
  3. Experimental (differences)
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3
Q

What type of test do we use for normally distributed data?

A

Parametric

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4
Q

What type of test do we use for not normally distributed data?

A

Non-parametric

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5
Q

What 3 things do we look for in an experiment based on its experimental design?

A
  1. Subjects design (between or within)
  2. Number of independent variables (IVs)
  3. Number of IV levels
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6
Q

What are the 4 types of scales of measurement?

A
  1. Nominal
  2. Ordinal
  3. Interval
  4. Ratio
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7
Q
  1. Nominal
  2. Ordinal
  3. Interval
  4. Ratio

These are…?

A

Scales of measurement

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8
Q

Which scales of measurement are used for categorical data?

A

Nominal

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9
Q

Which scales of measurement are used for discrete or continuous data?

A
  1. Ordinal
  2. Interval
  3. Ratio
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10
Q

What is nominal data?

A

Numbers or names serve as labels but no numerical relationship between values

e.g. gender, political party, religion

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11
Q

Numbers or names serve as labels but no numerical relationship between values

e.g. gender, political party, religion

This is known as…?

A

Nominal data

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12
Q

What is ordinal data?

A

Data is organised by rank

Values represent true numerical relationships but intervals between values may not be equal

e.g. race position, likert scale ratings

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13
Q

What is interval data?

A

True numerical relationships and intervals between values are equal but scale has not true zero point

e.g. temperature (ºF), shoe size

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14
Q

What is ratio data?

A

True numerical relationships, equal intervals and true zero point

e.g. height, distance

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15
Q

Data is organised by rank

Values represent true numerical relationships but intervals between values may not be equal

e.g. race position, likert scale ratings

This is known as…?

A

Ordinal data

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16
Q

True numerical relationships and intervals between values are equal but scale has not true zero point

e.g. temperature (ºF), shoe size

This is known as…?

A

Interval

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17
Q

True numerical relationships, equal intervals and true zero point

e.g. height, distance

This is known as…?

A

Ratio

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18
Q

A study’s research aim is to describe

What descriptive statistics should be used?

A

Summarise a set of sample
values

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19
Q

What research aim does not allow us to make predictions and infer causality?

A

The research aim to describe

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20
Q

What are the 2 statistics used in a study following the research aim of describing?

A
  1. Central tendency
  2. Spread
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21
Q

What are the 3 types of measure of central tendency?

A
  1. Mean
  2. Median
  3. Mode
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22
Q

What are the 2 types of measure of spread?

A
  1. Standard deviation
  2. Range
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23
Q

When do we use the mean as a measure of central tendency?

A

When data is:
- Discrete or continuous
- Normally distributed

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24
Q

When data is:
- Discrete or continuous
- Normally distributed

We use…?

a. Mode
b. Mean
c. Median

A

b. Mean

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25
When do we use the median as a measure of central tendency?
When data is: - Discrete or continuous - Not normally distributed
26
When data is: - Discrete or continuous - Not normally distributed We use...? a. Mode b. Mean c. Median
c. Median
27
When do we use the mode as a measure of central tendency?
When data is categorical
28
When do we use standard deviation as a measure of spread?
When data is: - Discrete or continuous - Normally distributed
29
When data is: - Discrete or continuous - Normally distributed We use...? a. Standard deviation b. Range
a. Standard deviation
30
When do we use range as a measure of spread?
When data is: - Discrete or continuous - Not normally distributed
31
When data is: - Discrete or continuous - Not normally distributed We use...? a. Standard deviation b. Range
b. Range
32
Relational research explore ...?
The relationship between observed behaviours or phenomena
33
True or False? Relational research actively manipulate variables
False Nothing is actively manipulated in relational research
34
What type of research aim allows us to make predictions but not infer causality?
Relational research
35
Explores relationship between observed behaviours or phenomena a. Describe b. Infer differences c. Infer relationships
c. Infer relationships
36
Summarise a set of sample values a. Describe b. Infer differences c. Infer relationships
a. Describe
37
Examines the influence of one or more variables (IVs) on other variables (DVs) a. Describe b. Infer differences c. Infer relationships
b. Infer differences
38
Experimental research examines ...?
The influence of one or more variables (IVs) on other variables (DVs)
39
We cannot make predictions or claims of causality a. Describe b. Infer differences c. Infer relationships
a. Describe
40
We can make predictions but not claims of causality a. Describe b. Infer differences c. Infer relationships
c. Infer relationships
41
We can make predictions and claims of causality if confounding variables are controlled for a. Describe b. Infer differences c. Infer relationships
b. Infer differences
42
True or False? We can always make claims about causality regardless of whether we have controlled for confounding variables
False We can only make claims about causality IF we have controlled for confounding variables
43
How does experimental research control for confounding variables? List 2 ways
1. Random allocation (between-subjects) 2. Counterbalancing (within-subjects)
44
When is controlling for confounding variables not possible?
Quasi-experimental design
45
What type of research manipulates a small number of variables to measure the effect of the manipulated variables? a. Descriptive b. Relational c. Experimental
c. Experimental
46
What is an IV?
Hypothesised to influence the DV
47
The IV is measured on a ____ scale a. Categorical b. Discrete c. Continuous
a. Categorical
48
What is a DV?
Hypothesised to be ‘dependent’ on the IV
49
The DV is measured on a ____ scale a. Categorical b. Discrete c. Continuous
b. Discrete c. Continuous
50
Why do we measure the DV under different levels of the IV?
To determine the effect of the IV
51
How do we determine the effect of the IV?
We measure the DV under different levels of the IV
52
List 2 characteristics of true-experimental IVs
1. IVs are actively manipulated 2. Random allocation is possible (can make claims about causality)
53
List 2 characteristics of quasi-experimental IVs
1. IV reflects fixed characteristics 2. Random allocation is not possible (must be cautious about implying causality)
54
IVs are actively manipulated This applies to...? a. True experimental IVs b. Quasi-experimental IVs
a. True experimental IVs
55
IV reflects fixed characteristics This applies to...? a. True experimental IVs b. Quasi-experimental IVs
b. Quasi-experimental IVs
56
Random allocation is possible (can make claims about causality) This applies to...? a. True experimental IVs b. Quasi-experimental IVs
a. True experimental IVs
57
Random allocation is not possible (must be cautious about implying causality) This applies to...? a. True experimental IVs b. Quasi-experimental IVs
b. Quasi-experimental IVs
58
Handedness (2 levels: right, left) is an example of a...? a. True experimental IV b. Quasi-experimental IV
b. Quasi-experimental IV
59
Treatment group (3 levels: placebo, drugs, counselling) is an example of a...? a. True experimental IV b. Quasi-experimental IV
a. True experimental IV
60
Sport context (2 levels: solo, competitive) is an example of a...? a. True experimental IV b. Quasi-experimental IV
a. True experimental IV
61
Age (3 levels: 18-20yrs, 20-22yrs, 22-24yrs) is an example of a...? a. True experimental IV b. Quasi-experimental IV
b. Quasi-experimental IV
62
Distribution of participants across IV levels is known as...?
Subjects design
63
What is subjects design?
Distribution of participants across IV levels
64
Participants exposed to only one IV level a. Between-subjects (Independent Groups) b. Within-subjects (Repeated Measures) c. Mixed
a. Between-subjects (Independent Groups)
65
Participants exposed to all IV levels a. Between-subjects (Independent Groups) b. Within-subjects (Repeated Measures) c. Mixed
b. Within-subjects (Repeated Measures)
66
At least one IV is between subjects AND at least one IV is within subjects a. Between-subjects (Independent Groups) b. Within-subjects (Repeated Measures) c. Mixed
c. Mixed
67
Intervention vs. control group a. Between-subjects (Independent Groups) b. Within-subjects (Repeated Measures) c. Mixed
a. Between-subjects (Independent Groups)
68
Sober vs. drunk a. Between-subjects (Independent Groups) b. Within-subjects (Repeated Measures) c. Mixed
b. Within-subjects (Repeated Measures)
69
At the end of Year 1, Year 2 and Year 3 of Uni a. Between-subjects (Independent Groups) b. Within-subjects (Repeated Measures) c. Mixed
b. Within-subjects (Repeated Measures)
70
Teachers vs. accountants vs. nurses a. Between-subjects (Independent Groups) b. Within-subjects (Repeated Measures) c. Mixed
a. Between-subjects (Independent Groups)
71
An investigator is interested in whether right and left-handed people differ in their performance on different types of computer-games (his theory is that left-handed people will have an advantage on games requiring better visuo-spatial skills). He measures the scores of 30 right handers and 30 left handers who each play Daley Thompson’s Decathlon, Horace Goes Skiing & Tetris What is the...? a. IV(s) b. IV(s) levels c. DV d. Subjects design
a. Handedness, Games b. 2 (right and left), 3 (Decathlon, Horace and Tetris) c. Performance on computer games d. Mixed
72
What analysis do you perform on an experimental study with 1 IV and 2 levels and participants are exposed to only one IV level?
Independent t-test
73
What analysis do you perform on an experimental study with 1 IV and 2 levels and participants are exposed to all IV levels?
Paired t-test
74
What analysis do you perform on an experimental study with 1 IV and more than 2 levels and participants are exposed to only one IV level?
One-way independent ANOVA
75
What analysis do you perform on an experimental study with 1 IV and more than 2 levels and participants are exposed to all IV levels?
One-way repeated measures ANOVA
76
What analysis do you perform on an experimental study with 2 IVs and participants are exposed to only one IV level?
Two-way independent ANOVA
77
What analysis do you perform on an experimental study with 2 IVs and participants are exposed to all IV levels?
Two-way repeated measures ANOVA
78
What analysis do you perform on an experimental study with 2 IVs and participants are exposed to all IV levels for one IV and only one level for the other IV?
Two-way mixed ANOVA
79
What are the properties of normal distribution? List 2
1. Symmetrical about the mean 2. Bell shaped (suggests majority of the scores cluster close to the mean)
80
What are the 3 types of kurtosis?
1. Mesokurtic 2. Platykurtic 3. Leptokurtic
81
Which kurtosis can we use for parametric statistics? a. Mesokurtic b. Platykurtic c. Leptokurtic
a. Mesokurtic
82
Which kurtosis can we use for non parametric statistics? a. Mesokurtic b. Platykurtic c. Leptokurtic
b. Platykurtic c. Leptokurtic
83
Which kurtosis is used when data is normally distributed/bell shaped? a. Mesokurtic b. Platykurtic c. Leptokurtic
a. Mesokurtic
84
Which kurtosis is used when data is more varied (the distribution peak is flatter and peak at the mean is lower? a. Mesokurtic b. Platykurtic c. Leptokurtic
b. Platykurtic
85
Which kurtosis is used when data is less varied (the distribution peak is higher at the mean and the spread is narrow)? a. Mesokurtic b. Platykurtic c. Leptokurtic
c. Leptokurtic
86
Which kurtosis is used when data has a large SD? a. Mesokurtic b. Platykurtic c. Leptokurtic
b. Platykurtic
87
Which kurtosis is used when data has a small SD? a. Mesokurtic b. Platykurtic c. Leptokurtic
c. Leptokurtic
88
Which kurtosis value is -ve a. Mesokurtic b. Platykurtic c. Leptokurtic
b. Platykurtic
89
Which kurtosis value is +ve a. Mesokurtic b. Platykurtic c. Leptokurtic
c. Leptokurtic
90
What does data with no skew look like?
The tail of a distribution curve is bell shaped
91
What does data with positive skew look like?
The tail of a distribution curve is longer on the right side (towards positive values on the x axis)
92
What does data with negative skew look like?
The tail of a distribution curve is longer on the left side (towards negative values on the x axis)
93
What is bimodal data?
Data with 2 modes
94
What is uniform data?
Looks like categorical data lined up instead of a curve
95
True or False? Bimodal and uniform data are normally distributed
False They are not normally distributed
96
We use sample statistics to infer ...?
Population parameters
97
True or False? We use population parameters to infer sample statistics
False We use sample statistics to infer population parameters
98
What is Sampling Error?
The degree to which sample statistics differ from underlying population parameters
99
The degree to which sample statistics differ from underlying population parameters This is known as...?
Sampling error
100
What are the 2 ways we can minimise error?
Sample size must be: 1. Representative (randomly selected) 2. Sufficient in size
101
Scores from a normally distributed population can be converted to z -scores What is the z-score formula?
z = (x - pop. mean) / sample mean
102
Percentage of scores within single standard deviation boundaries This is known as...?
Standard Normal Distribution
103
What is Standard Normal Distribution?
Percentage of scores within single standard deviation boundaries
104
What is sampling distribution?
Distribution of a statistic across an infinite number of samples (e.g. sampling distribution of the mean)
105
Distribution of a statistic across an infinite number of samples (e.g. sampling distribution of the mean) This is known as...?
Sampling distribution
106
Plotting all possible sample means gives us the ...?
Sampling distribution of the mean
107
Plotting all possible sample means gives us the sampling distribution of the mean Its mean is equivalent to the ...?
Population mean
108
Plotting all possible sample means gives us the sampling distribution of the mean Its standard deviation is given a special name ...?
The standard error
109
The standard deviation of the sampling distribution is known as..?
The standard error
110
What is the standard error?
The standard deviation of the sampling distribution
111
As sample size increases, the standard error ...?
Decreases
112
The standard error decreases as sample size increases What does this suggest?
Sampling error decreases as sample size increases
113
An estimate of the standard error, based on our sample This is known as...?
Estimated standard error
114
What is ESE?
An estimate of the standard error, based on our sample
115
What is the formula for ESE?
ESE = SD / sqrt sample size
116
What are the 3 characteristics of sampling distribution of the mean?
1. Mean equivalent to the population mean 2. Standard deviation is the ‘standard error’ 3. Always normally distributed
117
True or False? 5% of all sampled means will fall within ±1.96 standard errors of the population mean
False 95% of all sampled means will fall within ±1.96 standard errors of the population mean
118
What are CIs?
Interval estimates of population parameters
119
Interval estimates of population parameters This is known as...?
CI
120
We use 95% CI in psychology What does this suggest?
We are declaring that there is still a chance that our estimates are wrong There’s a 5% chance that the population mean falls above/below the 95% CI limits
121
If there’s a 95% chance that the sample mean falls within the 95% bounds of the population mean, it follows that...?
There’s a 95% chance that the population mean falls within the 95% CIs of the sample mean
122
Is this H1 or H0? There is no difference between the population means
H0
123
The probability of measuring a difference of that magnitude if the null hypothesis is true This is known as...?
p value
124
What is a p value?
The probability of measuring a difference of that magnitude if the null hypothesis is true
125
Threshold level of probability where we will be willing to reject the null hypothesis This is known as...?
alpha value
126
What is alpha value?
The threshold level of probability where we will be willing to reject the null hypothesis
127
If p < 0.5 ____ the hull hypothesis
Reject
128
What is type 1 error?
When H0 is true but you reject it
129
What is type 2 error?
When H0 is false but you fail to reject it
130
When H0 is true but you reject it Is this...? a. Type 2 error b. Type 1 error
b. Type 1 error
131
When H0 is false but you fail to reject it Is this...? a. Type 2 error b. Type 1 error
a. Type 2 error