Suppose the following equation describes the relationship between the average number of classes missed during a semester (missed) and the distance from school (distance, measured in miles): missed = 3 + 0.2 distance. |(i) Sketch this line, being sure to label the axes. How do you interpret the intercept in this equation? |(ii) What is the average number of classes missed for someone who lives five miles away? |(iii) What is the difference in the average number of classes missed for someone who lives 10 miles away and someone who lives 20 miles away?

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Q: Can you make a slope intercept equation form a line parallel to the y-axis? If so, how?

A: The solution is given in the next step.

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A: Detailed Explanation of Finding the Line of Best FitThe scatter plot shows the relationship between…

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Q: 5. Write an equation for the line described (no work needed): (a) The vertical line through A(-4,…

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A: The displayed scatter plot represents the no. of hours worked denoted as x and the amount of money…

Q: An experiment was conducted in which two fair dice were thrown 100 times. The sum of the pips…

A: Solution : a) The most frequent outcome of the experiment is 9 b)  The least frequent is 12

Q: Does the graph of x = 7 represent a

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Q: the equation of the line is    (1,3) and -1,1 slope intercept form

A: Here we find the equation of the line slope interceptform containing two points (1 , 3) and (-1 , 1)…

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Q: 9. Passes through (4,6) and (-4,0) Point-Slope:

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A: Given equation is  y - 8 = 3/5 (x - 12) slope(m)=?

Q: 12) through: (-3, –5), parallel to y = 4

A: The line passes through (-3,-5) and parallel to y=4