How many estimates did Harry include in this analysis? 36 35 33 3 2. What is the

Question

How many estimates did Harry include in this analysis? 36 35 33 3 2. What is the value of the pooled variance estimate? 6926.6 3463.3 844.8 25.6 5.06. What percent of the total fluctuation in the member of labor is explained by this regression model? 94.4085 89.129% (1 - 1.54E-16) + 100% (1 - 0.85538) + 100%. For an increase of one room. What impact does this model predict Harry should reflect in the approximate number of labor hour he bids if the member of cubic feet to be moved remains the same? For an increase of 100 cubic feet, what impact does this model predict harry should reflect in the approximate number of labor hours the bids if the number of rooms to be moved remains the same? 25.6 8.9 6.6 5.6 0.8. Is this model doing a better job predicting the number of hours. Harry should bid than if the used the average number of labor hours spent per move? No, because the P-value of the intercept is only 0.8554. no, because the p-value of the variable for the number of rooms moved is only 0.4363. Yes, because the P-value of the variable for the number of cubic feet moved is 1.5022 times 10^-7. Yes, because the P- value of the F-statistic is 1.2541 times 10^-16. If Harry wanted to test whether the number of rooms was significant in predicting the labor hour Involved in each move, which of the following output from the computer printout should be use? 0.4363 0.8554 0.8913 1.5022 times 10^7 E. 1.2541 times 10^-16

Explanation / Answer

47)total estimates =35 option B

48)pooled variance =MSE =option D

49)% =SSR/SST =89.129% option B

50)option E is correct

51) option D

52) option C

53)option D

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