Descriptive statistics Flashcards

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1
Q

What are descriptive statistics

A

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

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2
Q

What are measures of central tendency

A

A descriptive statistic that provides information about an ‘average’ value for a data set

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3
Q

What are three measures of central tendency

A

mean, median, mode

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4
Q

What is the mean

A

The arithmetic average of a data set that takes the exact values of all the data into account

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5
Q

What is the median

A

The middle value of a data set when the items are placed in rank order

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6
Q

What is the mode

A

The most frequently occurring value in a set of data

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7
Q

What are measures of dispersion

A

A descriptive statistic the provides information about how spread out a set of data are

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8
Q

What are the two measures of dispersion

A

Range and standard deviation

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9
Q

What is the range

A

The difference between the highest and lowest item in a data set

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10
Q

What is standard deviation

A

A more sophisticated measure of dispersion. Tells us how much scores deviate from the mean. All differences are added up and divided by the number of scores. This gives a variance and then this is square rooted.

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11
Q

What is a strength of using the mean

A

Most sensitive measure of central tendency- takes account of exact distance between all the values of all the data

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12
Q

What is a limitation of using the mean

A

Easily distorted by extreme values= misrepresentative of the data as a whole

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13
Q

What is a strength of using the median

A

Not affected by extreme scores and easy to calculate

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14
Q

What is a limitation of using the median

A

Less sensitive than the mean- not all items are included in the final calculation (such as outliers/extreme scores)

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15
Q

What is a strength of using the mode

A

More useful for nominal (categorical) data

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16
Q

What is a limitation of using the mode

A

Not always representative of the whole data

17
Q

What is a strength of using the range

A

Easy to calculate

18
Q

What is a limitation of using the range

A

Only takes into account the two most extreme values- fails to take into account the distribution of numbers

19
Q

What is a strength of standard deviation

A

A precise measure of dispersion- takes all the exact values into account

20
Q

What is a limitation of standard deviation

A

Can be distorted by extreme values