Mean
This is where all the scores are added up and then divided by the number of scores.
> It is used when there are no extremes of data (unusually high or unusually low scores).
Dis/Advantages of Mean
+ Very sensitive measure.
+ Takes into account all of the data and so is a very powerful measure.
Median
Dis/Advantages of Median
+ Not affected by extreme scores.
+ Easier to work out than the mean.
Mode
> Used when there are a limited number of data scores or when the data is nominal (category data).
Dis/Advantages of Mode
+ Unaffected by extreme scores.
+ Easy to work out.
Standard Deviation
- The larger the standard deviation, the larger the spread of scores from the mean.
Dis/Advantages of Standard Deviation
+ More sensitive measure of dispersion than the range and interquartile range since all scores are used in its calculation.
+ Describes the spread of scores with great precision.
Range
Dis/Advantages of Range
+ It is quick and easy to work out.
+ Takes into account the full spread of the data.