On Thursday we'll continue to gather data and calculate mean, median, mode and range and we'll discuss what is the "right" number to describe a set of data. We'll also discuss what outliers are and how they affect our data sets.
We will also investigate the Electoral College and how we choose a president, and begin to answer the question, "Why is California So Important?"
Most of the follow-up assignments/activities will center around real-world data and situations. We will begin collecting survey data to see if we can draw conclusions.
Optional Extra Skill Work:
- Mean
Pages 105-106 #'s 10-20 all, 27, 28 - Median, Mode & Range
Pages 111-112 #'s 6-9 all, 11, 13, 14, 19, 20, 21
1) Research the actual distribution of colors in the "average" bag of M & Ms.
2) Research the history of the M & M -- have the colors you see in your bag always been there? If not, why and when did they change?
3) When was the M & M invented and why?
4) Did all your bags of M & Ms have the same percentage of each color? If not, then why would the actual number of each color be different in different bags?
5) Choose a different type of M & M (dark chocolate, peanut, peanut butter, etc) and calculate the frequency of each color, the fraction of each color, decimal equivalent & percent of each color. Are these percentages equal to the actual distribution of colors? If not, why not?
1 comment:
I have added more research/follow-up activities. ENJOY!
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