10. presenting and analysing data * averages for discrete data * stem and leaf diagrams * using...

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10 .Presenting and analysing data *Averages for discrete data

*Stem and leaf diagrams

*Using appropriate averages

*The quartiles

*Measures of spread

*Averages from frequency distributions

*Spread from frequency distributions

*Averages from grouped data

*Moving averages

*Scatter diagrams

*Correlation and lines of best fit

Mean

Median

Mode

10 .Presenting and analysing data *Averages for discrete data

*Stem and leaf diagrams

*Using appropriate averages

*The quartiles

*Measures of spread

*Averages from frequency distributions

*Spread from frequency distributions

*Averages from grouped data

*Moving averages

*Scatter diagrams

*Correlation and lines of best fit

Remember the key

You can also have back-to-back stem and leaf diagrams

10 .Presenting and analysing data

*Stem and leaf diagrams

Remember the key

You can also have back-to-back stem and leaf diagrams

10 .Presenting and analysing data *Averages for discrete data

*Stem and leaf diagrams

*Using appropriate averages

*The quartiles

*Measures of spread

*Averages from frequency distributions

*Spread from frequency distributions

*Averages from grouped data

*Moving averages

*Scatter diagrams

*Correlation and lines of best fit

The median is not influenced by extreme values

10 .Presenting and analysing data *Averages for discrete data

*Stem and leaf diagrams

*Using appropriate averages

*The quartiles

*Measures of spread

*Averages from frequency distributions

*Spread from frequency distributions

*Averages from grouped data

*Moving averages

*Scatter diagrams

*Correlation and lines of best fit

Lower quartile (LQ):

) n+1/(4 th value

Median:

) n+1/(2 th value

Upper quartile (UQ):

3)n+1/(4 th value

10 .Presenting and analysing data *Averages for discrete data

*Stem and leaf diagrams

*Using appropriate averages

*The quartiles

*Measures of spread

*Averages from frequency distributions

*Spread from frequency distributions

*Averages from grouped data

*Moving averages

*Scatter diagrams

*Correlation and lines of best fit

Range:

Highest value – lowest value

Interquartile range (IQR):

UQ - LQ

10 .Presenting and analysing data *Averages for discrete data

*Stem and leaf diagrams

*Using appropriate averages

*The quartiles

*Measures of spread

*Averages from frequency distributions

*Spread from frequency distributions

*Averages from grouped data

*Moving averages

*Scatter diagrams

*Correlation and lines of best fit

Use a table with a column for fx

10 .Presenting and analysing data

*Averages from frequency distributions

Use a table with a column for fx

10 .Presenting and analysing data *Averages for discrete data

*Stem and leaf diagrams

*Using appropriate averages

*The quartiles

*Measures of spread

*Averages from frequency distributions

*Spread from frequency distributions

*Averages from grouped data

*Moving averages

*Scatter diagrams

*Correlation and lines of best fit

10 .Presenting and analysing data *Averages for discrete data

*Stem and leaf diagrams

*Using appropriate averages

*The quartiles

*Measures of spread

*Averages from frequency distributions

*Spread from frequency distributions

*Averages from grouped data

*Moving averages

*Scatter diagrams

*Correlation and lines of best fit

Use a table with columns for mid-point and fm

10 .Presenting and analysing data

*Averages from grouped dataUse a table with columns for mid-point and fm

10 .Presenting and analysing data *Averages for discrete data

*Stem and leaf diagrams

*Using appropriate averages

*The quartiles

*Measures of spread

*Averages from frequency distributions

*Spread from frequency distributions

*Averages from grouped data

*Moving averages

*Scatter diagrams

*Correlation and lines of best fit

A moving average ‘smooths out’ the data to show the underlying trend

10 .Presenting and analysing data

*Moving averagesA moving average ‘smooths out’ the data to show the underlying trend

10 .Presenting and analysing data *Averages for discrete data

*Stem and leaf diagrams

*Using appropriate averages

*The quartiles

*Measures of spread

*Averages from frequency distributions

*Spread from frequency distributions

*Averages from grouped data

*Moving averages

*Scatter diagrams

*Correlation and lines of best fit

A scatter diagram is used to see if two sets of data are related

10 .Presenting and analysing data *Averages for discrete data

*Stem and leaf diagrams

*Using appropriate averages

*The quartiles

*Measures of spread

*Averages from frequency distributions

*Spread from frequency distributions

*Averages from grouped data

*Moving averages

*Scatter diagrams

*Correlation and lines of best fit

Positive correlation

Zero correlation

Negative correlation

10 .Presenting and analysing data

*Correlation and lines of best fitPositive correlation

Zero correlation

Negative correlation

10 .Presenting and analysing data *Averages for discrete data

*Stem and leaf diagrams

*Using appropriate averages

*The quartiles

*Measures of spread

*Averages from frequency distributions

*Spread from frequency distributions

*Averages from grouped data

*Moving averages

*Scatter diagrams

*Correlation and lines of best fit

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