Descriptive statistics

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26 Terms

1
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What are measures of central tendency?

Averages showing where the data clusters

2
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How is the mean calculated?

Add all scores and divide by the number of scores

3
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How is the median found?

Order the scores and take the middle (average the two middle values if there is an even number)

4
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What is the mode?

The most frequent score

5
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What is a strength of the mean?

Most sensitive as it uses all scores

6
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What are weaknesses of the mean?

Distorted by outliers and only suitable for interval data

7
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What is a strength of the median?

Not distorted by outliers and better for skewed data

8
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What is a weakness of the median?

Less sensitive as it ignores most scores

9
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Which levels of data can the median be used with?

Ordinal and interval

10
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What is a strength of the mode?

Can be used with all data including nominal and is easy to find

11
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What are weaknesses of the mode?

May be several or none and ignores most scores

12
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What are measures of dispersion?

Measures of how spread out the scores are

13
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How is the range calculated?

Largest score minus smallest score

14
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What does a high range show?

Scores are widely spread - high participant variation

15
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What is a strength of the range?

Easy to calculate

16
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What are weaknesses of the range?

Affected by outliers and ignores spread between the extremes

17
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What is standard deviation?

A measure of the average distance of scores from the mean

18
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What does a high standard deviation show?

Scores are far from the mean so the mean is less representative

19
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What does a low standard deviation show?

Scores cluster close to the mean - consistent results

20
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What is a strength of standard deviation?

Uses all scores so gives the most accurate picture of variability

21
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What is a weakness of standard deviation?

Complex to calculate

22
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Are you expected to calculate standard deviation?

Your department pack says no - you must interpret it

23
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What is the percentage formula?

Part divided by whole multiplied by 100

24
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What percentage is 15 out of 20 participants?

75%

25
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Why might a lower mean with a low standard deviation be preferred?

Improvement is more consistent for individuals (e.g. a current treatment with SD 2 versus a new one with SD 18)

26
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What do error bars on a graph show?

One standard deviation either side of the mea