Descriptive Statistics Flashcards
Measures of central tendency
An estimation of the average/ mid-point in the data.
Mean
All the scores added up and divided by an nth number.
Mode
The most common score in a set of data.
Median
All the scores set out in order, and then the mid-point is chosen.
Measure of dispersion
Shows the spread of data, whether it is tightly clustered or widely spread.
Range
The difference between the lowest and the highest score.
Standard deviation
Values that show the variation of results from the mean score.
Mean: positives
- Takes into account the exact distance between all values of all the data
- Allow further statistical analysis
Mean: negatives
- Produce number no participant scored
- Can be easily distorted
Mode: positives
- Unaffected by extreme values
- Used when data is in categories
Mode: negatives
- Not useful when there is multiple modes
Median: positives
- Unaffected be extreme values
- Easy to calculate
Median: negatives
- Exact values not reflected in median.
Range: positives
- Easy to calculate
Range: negatives
- Affected by extreme values
- Not take into account distribution of numbers
Standard deviation: positives
- Precise measure of dispersion
- All values taken into account
Standard deviation: negatives
- May hide extreme values