Lecture 10 Flashcards

(53 cards)

1
Q

The idea that the independent variable varies between groups of people

A

It’s very versatile and has lots of advantages, such as, each participant only subjects to one treatment condition. The disadvantage is that you need a lot of people, therefore the groups would differ.

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2
Q

Within-Subjects Design
adatgae and disadavtage

A

Advantages include, fewer participants are needed than in a corresponding in between subjects design
Disadvantages include progressive error because performance is also influenced by experience of repeatedly participating

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3
Q

Validity Considerations

A

Internal Validity
External Validity:

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4
Q

Internal Validity

A

Quality of experimental control: something we can well influence, how well i can do my experiment

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5
Q

External Validity

A

Generalizability of findings: to what degree the results that are obtained are valued outside my experimental context.

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6
Q

Empirical Structuralism

A

argues instated validity is not a useful criterion for theory evolution. This is because theories are tied to their intended applications, and you cannot generalize beyond that scope.

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7
Q

Each theory consist of

A

The core: central assumptions
The intended applications: the empirical situations that the theory is meant to describe
The paradigmatic method: defines how the core is applied

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8
Q

Types of Distributions

A

Negatively Skewed
Positively Skewed
Normal Distribution

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9
Q

distribution

A

Distribution is the spread of the data points across the range of possible measurements,

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10
Q

Measures of Central Tendency

A

mode
median
mean

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11
Q

mode

A

Most frequent value – the value that most occurs in a dataset, in a frequency distribution this is the category with the highest frequency

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12
Q

Median

A

Middle value – the data point for which half of all data points are higher in value and half are lower in value

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13
Q

Mean

A

Average value – competed by adding a;l; values and diving the number of the data points that were added up

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14
Q

Standard Deviation

A

Average distance from mean – a measure of the amount of variability in a data set. A large standard deviation means the data in the distribution are spread wide around the mean, a small one that they are closely scattered around the mean

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15
Q

What is a Type I error?

A

Rejecting the null hypothesis when it is actually true (false positive).

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16
Q

Example of Type I error?

A

Concluding a drug works when it actually doesn’t.

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17
Q

What is a Type II error?

A

Failing to reject the null hypothesis when it is actually false (false negative).

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18
Q

Example of Type II error?

A

Concluding a drug doesn’t work when it actually does.

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19
Q

Which error is like a “false alarm”?

A

type 1

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20
Q

Which error is like “missing a real effect”?

A

type 2

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21
Q

Frequency

A

The number of observations that fall within a certain category or range of scores.

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22
Q

Statistical Primer:

A

Psychologists use descriptive statistics, a set of techniques used to summarise and interpret data. This gives you the big picture of results. Statistics is used to understand 3 data types, frequency, central tendency and variability.

23
Q

Normal distribution

A

a symmetrical distribution with values clustered around a central mean value

24
Q

Negatively skewed distribution

A

A distribution in which the curve has ab extended tail to the left of the data

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Positively skewed distribution
A distribution in which the long tail is on the right — Most of the time skews occur because there is an upper or lower limit to data.
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Central Tendency
When examining data it is often useful to look ar where scores seem to cluster together. When we do this we are estimating central tendency. \\
27
So, if the three measures of central data are equal, which do we use?
If the data are normally distributed, researchers generally use the mean The measure used least is the mode, because it provides less information than the mean or the median The mode is typically only used when dealing with categories of data.
28
What is variability in psychology/statistics?
The measure of how spread out or different data points are from each other.
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Why is variability important?
: It shows how consistent or inconsistent data is and helps us understand how reliable averages (like the mean) are.
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What are the main measures of variability?
: Range, variance, and standard deviation.
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What is the range?
The difference between the highest and lowest values in a dataset.
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: What is variance?
The average of squared differences from the mean.
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Hypothesis Test
A statistical method of evaluating whether differences among groups are meaningful, or could have been arrived at by chance alone.
34
Statistical significance
a concept that implies that the means of the groups are father apart than you would expect them to be by random chance alone.
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The Null Hypothesis
which assumes that any differences between groups are due to chance
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The experimental hypothesis
which assumes that any differences are due to a variable controlled by the experimenter.
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Experiment:
: Manipulation of an independent variable under carefully controlled conditions to see whether any changes occur in a dependent variable — Example: Schachter’s (1959) study of whether increased anxiety leads to increased affiliation
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Naturalistic Observation:
Prolonged observation of behaviour in its natural setting, without direct intervention
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Case Studies:
An in depth investigation of single individual using direct interview, direct observation, review of records, interviews of those close to the person, and other data sources
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Surveys:
Use of questionaries or interviews to gather information about specific aspects participants behavior, attitudes, and beliefs
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Frequency Distribution:
An orderly arrangement of scores indicating the frequency of each score or a group of scores
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Frequency polygon:
Is a line figure used to present data from a frequency distribution.
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Percentile score:
a percentile indicates the percentage of people who score at or below a particular score
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A correlation exists when
two variables are related to each other.
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The correlation coefficient is a
numerical index of the degree of relationship between two variables. A correlation coefficient indicates the direction of the relationship and how strongly the two variables are related.
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Inferential Statistics
are used to interpret data and draw conclusions. Working with the laws of probability researchers use inferential stats to evaluate the possibility that their results might be due to the fluctuations of chance.
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A meta analysis
A meta-analysis is a study that combines results from many studies to find an overall conclusion.
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A sample
is the collection of subjects selected for observation in an empirical study. In contrast, the population is the much larger collection of animals or people (from which the sample is drawn) that researchers want to generalise.
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The strategy of observing
a limited sample in order to generalise about a much larger population rests on the assumption of the population.
50
Sampling bias exists
when a sample is not representative of the population from which it was drawn. When a sample is not representative, generalizations about the population may be inaccurate.
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Reliability
Another important aspect of data is reality, the stability and consistency of a measure over time. If the measurement is reliable, the data collected will not vary substantially over time.
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accuracy
the degree to which the measure of error is free. A measure may be reliable but still not accurate
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