In 2005, a large metropolitan area of the United States allowed some drivers involved in minor accidents to take Driver Education Courses in lieu of receiving traffic citations. A table recording the number of drivers, sorted by the age of the driver, who accepted this offer, is as follows:
Age |
Number of Driver Education Courses per 100,000 |
15-24 |
28 |
25-39 |
15 |
40-69 |
10 |
70-79 |
15 |
80+ |
25 |
1. For each age group, pick the midpoint of the interval for the x value. (For the 80+ group, use 85.)
2. Using ages as the independent variable and Number of Driver Education Courses per 100,000 as the dependent variable, make a scatter plot of the data.
3. Calculate the least squares (best-fit) line. Put the equation in the form of: y = mx + b
HINT: to estimate the line, choose any two points in the chart, find the slope
(m = Rise / Run) and then the y intercept (by making y = 0 and solving for b)
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