Research Methods: measures of central tendency and dispersion Flashcards

1
Q

Definition of descriptive statistics ?

A

The use of graphs tables and summary statistics to identify trends and analyse data

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2
Q

Describe measures of statistics ?

A

The general term for any measures of the average value in a set of data

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3
Q

Describe what it means by the mean ?

A

The arithmetic average calculated by adding up all the values in a set of data and dividing them by the number of values there are

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4
Q

Describe the median ?

A

The central value in a set of data when values are arranged from lowest to highest

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5
Q

Describe the mode

A

The most frequently occurring value in a set of data

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6
Q

What does it mean by bimodal

A

When there are two modes

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7
Q

Definition of measures of dispersion

A

General term for any measure of the spread or variation in a set of scores

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8
Q

What does it mean by the range ?

A

A simple calculation of dispersion in a set of scores which is worked out by subtracting the lowest score from the highest score

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9
Q

Definition of standard deviation ?

A

A calculation which tells us how much scores deviate from the mean by calculating the difference between the mean and each score

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10
Q

Strength of calculating a mean (central tendency)

A

Most sensitive measure of central tendency
Includes all the values within calculation
Most representative

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11
Q

Limitation of calculating the mean (extreme values)

A

Easily distorted by extreme values
Score that is very different from other scores moves mean closer to outlier
Susceptible to skewing

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12
Q

Limitation of calculating a mean (universal measure)

A

Mean only used with values that represent universal safe measures
Only values that are in seconds , centimetres
Limits which types of data the mean can be used for

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13
Q

Strength of using the median ( extreme values)

A

Not easily distorted by extreme values
Middle number is not impacted by outlier
Not susceptible to skewing of final calc

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14
Q

Strength of the median (ease)

A

Easy to calculate
Numbers in order then central value identified
No issues with data analysis

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15
Q

Limitation of median ( sensitivity)

A

Not as sensitive as mean
Doesn’t include all the values
Not representative of data as whole

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16
Q

Strength of median (universal measures )

A

Used with values that do not represent a universal measure
Scores from a rating scale
Not limited to which types of data used

17
Q

Strength of the mode (ease)

A

Very easy to calculate
Only identify number which occurs the most
No issues with data analysis

18
Q

Strength of using the mode (nominal data)

A

Only method that can be used with nominal data
Only way to identify most typical / average value is select models groups
Value of mode is demonstrated

19
Q

Limitation of mode (crude )

A

Crude measure
Mode normally very different from mean and mode
Not representative of data as a whole

20
Q

3 Measures of central tendency

A

Mean
Median
Mode

21
Q

2 Measures of dispersion

A

Range

Standard deviation

22
Q

What is a strength of the range (ease)

A

Easy to calculate
Take lowest from highest
No issues with data analysis

23
Q

Limitation of range (extreme values )

A

Only takes in account two most extreme values
Unrepresentative of data as a whole
Eg lowest score 0 highest score 100
Range = 100

24
Q

The smaller the standard deviation the ….

A

Tighter the dispersion within data spread

25
Q

What does it mean by tighter dispersion

A

People are similarly impacted by the IV in an experiment

not a lot of variation between data scores and mean

26
Q

The larger the standard deviation the ….

A

Greater the dispersion within data set

27
Q

What does it mean If dispersion is greater within data

A

People are impacted differently by an IV in an experiment
Large variation between data scores and the mean
More individual differences

28
Q

Strength of standard deviation (preciseness )

A

More precise measurement of dispersion than range
Includes all values within final calc
More representative

29
Q

Limitations of standard deviation (extreme values)

A

Easily distorted by extreme values
Score that is very different moves mean closer to outlier
Affects standard deviation
Susceptible to skewing of final calc