Standardisation and Summarising Flashcards

1
Q

Summarising the data

A

Basic summary measures

Nature of variation

measuring of variation

Interpreting the Measures

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2
Q

Measures of Location

A

Representative value of the whole data set

Measure of location

Mean – Average

Median – Line up all the values from smallest to largest then its your middle value

Mode – Most commonly occurring value

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3
Q

Data Distribution

A

Standard deviation – looks at how that data is spread

If we have a standard deviation that’s particularly high then our data is very spread out so it means its less reliable because its spread out so much

Whereas as a smaller standard deviation means that our data is much more compact so any analysis can be more reliable

Symmetrical distribution

Variable skewness – positive skew e.g. (wealth of people) or negative skew

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4
Q

Types of Variation

A

Variability may be divided into two components

Variability due to inherent causes (common cause)

Variability due to special causes (assignable cause)

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5
Q

Measuring Variation

A

Range – complete spread of data

Inter-quartile range – how we can segment our data into the different section

Standard deviation – how spread the data is from the mean

Coefficient of Variation – looks at the proportion of SD

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6
Q

Interquartile Range

A

Upper Quartile =quartile(datarange,3)

Lower Quartile =quartile(datarange,1)

Standard Deviation =STDEVP(datarange)

Relative variation (COV) =(SD/Mean)*100

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