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Suppose the Variables X=commuting Distance and Y=commuting Time Are Related σ=10.\sigma = 10 .

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Suppose the variables x=commuting distance and y=commuting time are related according to the simple linear regression model with σ=10.\sigma = 10 .
a. If n=5 observations are made at the x values x1=4,x2=9,x3=14,x4=19, and x5=24x _ { 1 } = 4 , x _ { 2 } = 9 , x _ { 3 } = 14 , x _ { 4 } = 19 , \text { and } x _ { 5 } = 24
calculate the standard deviations of the five corresponding residuals.
b. Repeat part (a) for x1=4,x2=9,x3=14,x4=19, and x5=49x _ { 1 } = 4 , x _ { 2 } = 9 , x _ { 3 } = 14 , x _ { 4 } = 19 , \text { and } x _ { 5} = 49
c. What do the results of parts (a) and (b) imply about the deviation of the estimated line from the observation made at the largest sampled x value?


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