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Aaron Corp. uses multiple methods to estimate costs. The machine hours and related costs for the last year, as well as the regression analysis results,
Aaron Corp. uses multiple methods to estimate costs. The machine hours and related costs for the last year, as well as the regression analysis results, are as follows:
Month | Maintenance Cost | Machine Hours | ||||
Jan. | $ | 4,750 | 700 | |||
Feb. | 3,550 | 540 | ||||
Mar. | 4,150 | 620 | ||||
Apr. | 3,370 | 520 | ||||
May | 4,900 | 720 | ||||
June | 3,510 | 530 | ||||
July | 3,580 | 540 | ||||
Aug. | 5,020 | 780 | ||||
Sept. | 4,810 | 710 | ||||
Oct. | 4,600 | 690 | ||||
Nov. | 3,850 | 570 | ||||
Dec. | 3,710 | 560 | ||||
Sum | $ | 49,800 | 7,480 | |||
Average | $ | 4,150 | $ | 623 | ||
Average cost per hour | $ | 7.00 | ||||
a (intercept) | $ | -81.9267 | ||||
b (coefficient) | 6.7892 | |||||
Standard error of the estimate | 83.4170 | |||||
R-squared | 0.9838 | |||||
t-value for b | 24.6685 | |||||
If Aaron Company uses the high-low method of analysis, what should be the equation to estimate future costs? (Do not round intermediate calculations.)
rev: 11_22_2019_QC_CS-191634
Multiple Choice
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None of these answer choices are correct.
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y = 70 + 7x
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y = 70 + 6.3x
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y = 4,150 + 623x
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y = -82 + 6.8x
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