Back to AI Flashcard MakerPsychology /2022-2024 Year 13 A-Level Psychology - Research Methods: Descriptive Statistics KR Part 1
2022-2024 Year 13 A-Level Psychology - Research Methods: Descriptive Statistics KR Part 1
This deck covers key concepts in descriptive statistics for A-Level Psychology, including measures of central tendency and dispersion, and their strengths and weaknesses.
How do we analyse Quantitative data
by using descriptive statistics
Tap or swipe ↕ to flip
Swipe ←→Navigate
1/35
Key Terms
Term
Definition
How do we analyse Quantitative data
by using descriptive statistics
What type of data does descriptive statistics analyse?
Quantitative data
Descriptive statistics analyses quantitative data. What two ways of doing this?
Measures of dispersion and measures of central tendency
What is meant by measures of central tendency?
any measure of the average value in a set of data
What is meant by measures of dispersion?
the spread of scores
Name the three ways in which we can uses measures of central tendency to analyse quantitative data
Mean, Median, Mode
Related Flashcard Decks
Study Tips
- Press F to enter focus mode for distraction-free studying
- Review cards regularly to improve retention
- Try to recall the answer before flipping the card
- Share this deck with friends to study together
| Term | Definition |
|---|---|
How do we analyse Quantitative data | by using descriptive statistics |
What type of data does descriptive statistics analyse? | Quantitative data |
Descriptive statistics analyses quantitative data. What two ways of doing this? | Measures of dispersion and measures of central tendency |
What is meant by measures of central tendency? | any measure of the average value in a set of data |
What is meant by measures of dispersion? | the spread of scores |
Name the three ways in which we can uses measures of central tendency to analyse quantitative data | Mean, Median, Mode |
Mean median and mode are apart of which descriptive statistic? | measures of central tendency |
Summarise Mode as a measure of central tendency | most common score |
Summarise Median as a measure of central tendency | central/middle score in a ranked list |
Summarise Mean as a measure of central tendency | Mathematical average |
True or False: there can be only one mode in a data set | False: there can be more than one mode in a data set |
Which level of measurement uses Mode? | nominal |
Which measure of central tendency is used with nominal data? | Mode |
How is mode calculated? | take the most common frequency |
A03: What is a strength of mode? | it is easy to calculate and less prone to distortion by extreme scores |
A03: Why is mode less prone to distortion by extreme scores? | it doesn’t take into account all of the scores, only the most common |
A03: What is a weakness of mode? | it doesn’t take account of all scores |
A03: Why is it a weakness of mode that it doesn’t take into account all scores? | the data may be less accurate as we exclude extreme scores |
A03: Why is it a weakness if we ignore extreme scores in mode? | it limits our understanding of behaviour |
A03: What is a further weakness of mode? | not as useful if there is more than one mode in a data set |
A03: Why is mode not as useful if there is more than one mode in a data set? | it affects how we interpret the data |
How do we calculate the median score? | rank the scores in order and pick the central score |
What should we do if there are two central numbers when calculating the median score? | if there are two central scores, add together and divide by 2 |
A03: What is a strength of using the median? | easy to calculate and not effected by extreme scores |
A03: Why is the median not affected by extreme scores? | it doesn't take into account all values only the central score |
A03: What is a weakness of using the median? | it is not as sensitive as mean |
A03: why is the median not as sensitive as the mean? | it doesn't take into account all values only the central score |
How do we calculate the mean? | All scores added up and divided by the total number of scores |
A03: what is a strength of using the mean? | it is the most accurate and sensitive measure of central tendency |
A03: Why is the mean the most accurate and sensitive measure of central tendency? | it takes into account all values/scores |
A03: What is a weakness of using the mean? | it is affected by extreme scores |
A03: Why is the mean affected by extreme scores? | it takes all the values into account |
A03: If the mean is affected by extreme scores, what can this do to the data? | It can result in misleading interpretations of the results |
What methods do we use to measure the level of dispersion in data? | standard deviation and range |
What do we use standard deviation and range for? | measures of dispersion |