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R
Correlation Studies
Learning Objectives
Understand what is meant by a
correlation study.
Be able to explain the difference
between a positive, negative and zero
correlation.
Be able to explain the strengths and
weaknesses of using a correlation study.
Key Terms
See sheet
Correlation Studies.
 A process, rather than an actual
method
 Methods to gain a correlation analysis:
1. Self report: questionnaires/ interviews.
2. Observations
 It is the way that the data is analysed
which is important.
Correlation analysis
 Looking for a relationship between two variables e.g.
Aim: to investigate whether there is a relationship
between how often ethnic minority groups are shown
on television and the level of racism in society.
Method:
Variable 1 is measured by counting how often individuals
from ethnic groups appear on television in one day on
BBC1, ITV1 and Channel 4.
Variable 2 is measured using an interview to assess
partcipants’ racist attitudes.
Write a hypothesis for the above study
Hypothesis:
There will be a significant correlation
between the number of times that
individuals from ethnic minority groups
appear on television in one day across
BBC1, ITV1 and Channel 4 and
participants’ racist attitude scores as
measured by an interview.
Examples of correlations
You have 2 minutes for yourself and a
partner to come up with as many
correlations that you can think of, which
a psychologist many be interested in.
Just make them up!!!
Quantitative Data
 Correlational analysis can only be done on
quantitative data as it is a statistical process.
 Amount
 Time
 Score
 The strength and direction of a relationship is
measured.
 The relationship can be shown graphically using a
scattergram.
 A correlation co-efficient, which is between -1 and +1,
measures the relationship.
 Correlations can be categorised into positive,
negative and zero correlations.
Positive Correlation (r=1)
As one variable increases then so does
the other variable.
Example?
A perfect positive correlation has a co-
efficient of +1. This means that the two
variables increase in the exact relation
to one another.
Negative Correlation (r= -1)
There is a relationship
As one variable increases the other
variable decreased.
Example?
A perfect negative correlation has a co-
efficient of -1. This means that one
variable increases at exactly the same
rate as the other decreases.
Zero Correlation (r= 0)
There is no clear relationship
Example?
A true zero correlation has a co-efficient
of 0.0 This means that there is
absolutely no indication of a pattern
between variables.
Advantages and Disadvantages
See correlational studies handout.
Summary
 A correlation study is not an experiment.
 A correlation study measures the relationship between
two variables.
 A positive correlation means two variables change in
the same direction, a negative correlation means they
change in the opposite direction and a zero correlation
means they show no pattern of relationship.
 Correlations do not allow researchers to establish
cause and effect.
 They allow them to statistically analyse naturally
occurring events that could not be set up
experimentally.
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  • 2. Learning Objectives Understand what is meant by a correlation study. Be able to explain the difference between a positive, negative and zero correlation. Be able to explain the strengths and weaknesses of using a correlation study.
  • 4. Correlation Studies.  A process, rather than an actual method  Methods to gain a correlation analysis: 1. Self report: questionnaires/ interviews. 2. Observations  It is the way that the data is analysed which is important.
  • 5. Correlation analysis  Looking for a relationship between two variables e.g. Aim: to investigate whether there is a relationship between how often ethnic minority groups are shown on television and the level of racism in society. Method: Variable 1 is measured by counting how often individuals from ethnic groups appear on television in one day on BBC1, ITV1 and Channel 4. Variable 2 is measured using an interview to assess partcipants’ racist attitudes. Write a hypothesis for the above study
  • 6. Hypothesis: There will be a significant correlation between the number of times that individuals from ethnic minority groups appear on television in one day across BBC1, ITV1 and Channel 4 and participants’ racist attitude scores as measured by an interview.
  • 7. Examples of correlations You have 2 minutes for yourself and a partner to come up with as many correlations that you can think of, which a psychologist many be interested in. Just make them up!!!
  • 8. Quantitative Data  Correlational analysis can only be done on quantitative data as it is a statistical process.  Amount  Time  Score  The strength and direction of a relationship is measured.  The relationship can be shown graphically using a scattergram.  A correlation co-efficient, which is between -1 and +1, measures the relationship.  Correlations can be categorised into positive, negative and zero correlations.
  • 9. Positive Correlation (r=1) As one variable increases then so does the other variable. Example? A perfect positive correlation has a co- efficient of +1. This means that the two variables increase in the exact relation to one another.
  • 10. Negative Correlation (r= -1) There is a relationship As one variable increases the other variable decreased. Example? A perfect negative correlation has a co- efficient of -1. This means that one variable increases at exactly the same rate as the other decreases.
  • 11. Zero Correlation (r= 0) There is no clear relationship Example? A true zero correlation has a co-efficient of 0.0 This means that there is absolutely no indication of a pattern between variables.
  • 12. Advantages and Disadvantages See correlational studies handout.
  • 13. Summary  A correlation study is not an experiment.  A correlation study measures the relationship between two variables.  A positive correlation means two variables change in the same direction, a negative correlation means they change in the opposite direction and a zero correlation means they show no pattern of relationship.  Correlations do not allow researchers to establish cause and effect.  They allow them to statistically analyse naturally occurring events that could not be set up experimentally.