Date 11/22 11/23 11/29 11/30 12/6 12/7 12/14 12/15 12/21 12/22 12/29 12/30 Weather Sun Cloudy Sun Rain Sun Sun Cloudy Cloudy Cloudy Rain Snow Sun Lanes 5 12 11 7 12 8 6 10 8 6 4 8 Avg Wait Time (Min) 12.2 4.2 4.4 6.75 3.8 5.75 10.4 6.5 6.25 9.2 1.1 5.6 Salary for extra staff $213 $451 $444 $256 $498 $301 $229 $364 $291 $253 xxxx $320 19.What is the explanatory variable? LanesWhat is the response variable Salary. 20.For answer # 19, make a scatterplot on your calculator and draw it below. x=lanes,y=salary21.Generate the least squares regression line that describes the data and draw it on the graph above. 2 dec places) ˆ y =38.72x+1.7122.Give the meaning of the slope in the LSRL. For every extra lane opened up, Walmart pays $38.72 in extra salary23.What specific point is the LSRL guaranteed to go through? x ,y ()=8.45,329.09()24.Describe the data in terms of form, direction, and strength. Strong positive linear association.25.Find the value of r. r=.98.Interpret it. Strong positive linear association.26.Find the value of r2. r2=.96.Interpret it. 96% of the variation in Salary can be explained by the LSRL.27.What is the predicted extra salary if Walmart opens 9 lanes? $350.19.28.What is the predicted extra salary if Walmart opens 7 lanes? $272.7529.What is the difference between the actual extra salary and predicted extra salary for 7 lanes? "$16.7530.If Walmart will pay no more than $500 in extra salary, find the maximum lanes it can open. 1231.If Walmart will pay no more than $250 in extra salary, how the maximum lanes it can open. 632.What is the predicted extra salary if Walmart opens no lanes? $1.7133.What is the predicted extra salary if Walmart opens 50 lanes? $19.37.7134.Why do the last two problems and answers make little sense for this problem? Extrapolation is dangeous. It shouldn't cost anything extra to open no lanes and no Walmart has 50 lanes.35.A Walmart manager needs to decide how many lanes to open. Based on the data of the and the previous page, explain the dilemma he has in making a decision. Open too few lanes, they don't pay much extra money but people have a long waiting time. Open too many lane, people have a very short waiting period, but they pay a lot more money.
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