Descriptive statistics Flashcards
nominal data
results are shown in 2 or more categories
shows number of times something occurred
no scores for individual participants
ordinal data
individual scores for each participant
results can be placed in rank order
interval data
made up from a scientific scale
individual score for each participant
can go into negatives
e.g temperature
ratio data
made up from a scientific scale
individual score for each participant
cant go into negatives - absolute zero
mathematical units
e.g weight, distance, time
strength of nominal data
easy to analyse
strength of ordinal data
allows for some comparison between participants, can rank them
data can be simplified and treated as nominal
strength of interval and ratio data
provides measurement of participants in universally accepted measurements
allows for detailed comparison
data can be simplified and treated as ordinal or nominal
weakness of nominal data
does not allow for comparisons between participants
weakness of ordinal data
data doesn’t always allow us to see difference between participants’ scores only that someone has scored better/worse
not measured in scientific units
weakness of interval and ratio data
no weaknesses
strength of mean and is it CT or D
CT - uses all raw data so representative
strength of median and is it CT or D
CT - not affected by extreme scores
strength of mode and is it CT or D
CT - not influenced by extreme scores and can show most popular value
weakness of mean
misreading as affected by extreme scores
weakness of median
can be distorted by small sample sizes
weakness of mode
does not use all the data so may not be representative
strength of range and is it CT or D
D - easy to calculate
strength of variance and is it CT or D
D - takes every score into account and is therefore not affected by outliers
strength of SD and is it CT or D
D - more in line with the original set of data
weakness of range
can be influenced by extreme scores
can be misleading as it tells us nothing about the distribution of the other scores
weakness of variance
data is not in line with the original set of data
weakness of SD
requires a more complex calculation
steps of SD calculation (7)
- add up number of scores to give you n
- calculate the mean
- calculate difference between individual score and the mean score
- square the difference
- sum the square roots
- divide the sum of squares by n
- root the variance
3 types of bar chart
bar chart, stacked bar chart, paired bar chart