Descriptive Statistics Flashcards

1
Q

What are descriptive statistics?

A

they described the data shown as a number which summarises the observed data
only tells us about sample

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2
Q

What are the 2 types of descriptive statistics

A

measure of central tendency
measures of dispersion (or spread)

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3
Q

What are the measures of central tendency?

A

mean, median, mode

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4
Q

what is a strength of the mode?

A

easy to calculate and not distorted by extreme values

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5
Q

what is a weakness of the mode?

A

focuses only on one value

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6
Q

what is a strength of the median?

A

less affected by outliers

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7
Q

what is a weakness of the median?

A

only uses 1-2 data points so doesn’t take into account all the data

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8
Q

what is a strength of the mean?

A

good representation of the data set due to taking all values into account

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9
Q

what is a weakness of the mean?

A

affected by extreme values, not useful for nominal data

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10
Q

What data level is linked to the mode?

A

nominal data

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11
Q

what data level is linked to the median?

A

ordinal

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12
Q

what data level is linked to the mean?

A

interval

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13
Q

what are the measures of dispersion?

A

range, interquartile range, variance, standard deviation

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14
Q

what is the range?

A

differences between the highest and lowest variable

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15
Q

what is the IQR?

A

you remove the upper an lower 25% of data, then complete the range in the middle 50% of scores

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16
Q

What is variance?

A

measure of how much values in a data set differ from the mean

17
Q

How do you calculate variance?

A

find mean of data
find difference between each value and the mean
square each difference
add up squared differences
divide sum of squared differences by no. of data points

18
Q

what is S.D?

A

square root of variance

19
Q

Strengths and Weaknesses of range

A

+ easy to calculate
- effected by extreme values
- doesn’t take into account all data values

20
Q

strengths and weaknesses of IQR

A

+ less effected by extreme values
+ good for ordinal data
- doesn’t use all the data values

21
Q

strengths and weaknesses of S.D

A

+ scale invariance
+ uses all the scores
- time consuming to conduct

22
Q

strengths and weaknesses of variance

A

+ treats all deviations the same
- sample size

23
Q

normal distribution

A

symmetric, few extreme scores on each end, bell shaped curve
mean, median and mode close together

24
Q

Skewed distributions

A

majority of scores on one end
extreme scores affect mean

25
Q

Positively skewed distribution

A

data extends to right side
most data clustered on left
mode, median then mean extends off

26
Q

Negatively skewed distribution

A

data extends to the left side of the most data clustered on the right
mean, median, then mode (right side)

27
Q

What descriptive statistic would you use for interval/ratio data with a skewed distribution?

A

median
range

28
Q

what descriptive statistic would you use for interval/ratio data with a normal distribution?

A

mean
standard deviation