Eduqas A-Level Psychology A290QS
Biological Approach
Psychodynamic Approach
Behaviourist Approach
Cognitive Approach
Positive Approach
Comparing the Five Approaches
Core Studies in Social and Developmental Psychology
Planning Psychological Research
Data Handling, Statistics and Mathematical Skills
Evaluating and Validating Research
Personal Investigations and Novel Research Scenarios
Addictive BehavioursAddictive
Autistic Spectrum BehavioursAutistic spectrum
Bullying BehavioursBullying
Criminal BehavioursCriminal
SchizophreniaSchizophrenia
StressStress
Controversies in Psychology
Data Handling, Statistics and Mathematical Skills
Descriptive statistics: Measures of dispersion and Calculating from a set of results
- 3 things to know
- Component 2
Overview
Recall questions on Measures of dispersion and Calculating from a set of results.
What you need to know
Answer each one before you reveal it.
The highest score in a set is 27 and the lowest is 8. State the range.
State the formula for the standard deviation of a sample.
Questions from this subtopic
Each one with the model answer underneath.
- 1
What is a measure of dispersion?
Model answer
It is a value that describes how spread out a set of scores is around the central value.
- 2
How is the range calculated?
Model answer
The range is the lowest score subtracted from the highest score.
- 3
The highest score in a set is 27 and the lowest is 8. State the range.
Model answer
The range is 19.
- 4
What is the main weakness of the range?
Model answer
It is based on only the two most extreme scores, so one unusual value can make the spread look far larger than it really is.
- 5
What does the standard deviation tell you about a set of scores?
Model answer
It tells you the average amount by which the scores deviate from the mean of the set.
- 6
State the formula for the standard deviation of a sample.
Model answer
The standard deviation is s = √( Σ(x − x̄)² / (n − 1) ).
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