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| TASK 6 |
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| SCATTER PLOTS & LINE-BEST-FIT |
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From the internet, find a list of statistics (data) for something in the United States -- it could be a the deer population in Wisconsin; school population; it could be the population of a state or city; etc. This data must show some type of trend over a period of time. Also, this must be a totally different data type than yours in Task 5. Print out the data -- this should not be more than one or two pages. |
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Put the data in a Scatter plot display and make a line-best-fit. Be sure top label each scale with words and numbers. Also be sure to give your graph a name. Find the algebraic equation of your line (show work, of course) and then show an example of interpolation and an example of extrapolation with your equation/data. Explain your results. |
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