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Each table in the accompanying LineFit data contains a set of data that describes a functional relationship between the dependent variable y and the independent variable x. Construct a scatter chart of each data set and use the Trendline tool in Excel to determine the best-fitting functions to model these data sets. Do not consider polynomials beyond the third degree Click here to view the fest data set Click here to view the second data set Click here to view the third data set. Choose the scatter chart that shows the best function for the first data set Ock here to view shart.d Click here to view chart a Click here to view chart c Chart a 250- O Click here to view chart b What is the equation for the best-fitting function for the first data set? Select the correct choice below and fill in any answer boxes to complete your choice. (Type integers or decimals rounded to three decimal places as needed.) 200- 150- A. y=1.030x+18.069 +(84.321)x+(144.5) OB. y 100- Ocy 50- OD. y-x+0 0- -50- -100- -150- - X First data set x Second data set Third data set x Y x Y y 1 -103.4 10 16.43 1 3.52 1.5 -35.1 10.5 13.02 2 4.15 2 -5.6 11 13.02 3 6.37 2.5 -18 11.5 11.67 4 7.67 3 -5.8 12 12.86 5 9.77 3.5 -3.7 12.5 11.84 6 8.37 4 -2 13 10.88 7 7.03 4.5 -0.1 13.5 10.93 8 11.31 5 0 14 11.22 9 12.89 5.5 0.2 14.5 10.88 10 16.05 6 0.9 15 11.25 11 15.01 6.5 3.3 15.5 11.12 12 29.24 7 8.9 16 11.42 13 35.6 7.5 9.9 16.5 10.77 14 44.12 8 20.5 17 10.95 15 34.61 8.5 51.2 17.5 9.77 16 62.22 9 102.1 18 7.92 17 54.67 9.5 143 18.5 9.46 18 61.95 10 24.7 19 7.5 19 111.53 10.5 188.2 19.5 7.62 20 6.12

Each table in the accompanying LineFit data contains a set of data that describes a functional relationship between the dependent variable y and the independent variable x. Construct a scatter chart of each data set and use the Trendline tool in Excel to determine the best-fitting functions to model these data sets. Do not consider polynomials beyond the third degree Click here to view the fest data set Click here to view the second data set Click here to view the third data set. Choose the scatter chart that shows the best function for the first data set Ock here to view shart.d Click here to view chart a Click here to view chart c Chart a 250- O Click here to view chart b What is the equation for the best-fitting function for the first data set? Select the correct choice below and fill in any answer boxes to complete your choice. (Type integers or decimals rounded to three decimal places as needed.) 200- 150- A. y=1.030x+18.069 +(84.321)x+(144.5) OB. y 100- Ocy 50- OD. y-x+0 0- -50- -100- -150- - X First data set x Second data set Third data set x Y x Y y 1 -103.4 10 16.43 1 3.52 1.5 -35.1 10.5 13.02 2 4.15 2 -5.6 11 13.02 3 6.37 2.5 -18 11.5 11.67 4 7.67 3 -5.8 12 12.86 5 9.77 3.5 -3.7 12.5 11.84 6 8.37 4 -2 13 10.88 7 7.03 4.5 -0.1 13.5 10.93 8 11.31 5 0 14 11.22 9 12.89 5.5 0.2 14.5 10.88 10 16.05 6 0.9 15 11.25 11 15.01 6.5 3.3 15.5 11.12 12 29.24 7 8.9 16 11.42 13 35.6 7.5 9.9 16.5 10.77 14 44.12 8 20.5 17 10.95 15 34.61 8.5 51.2 17.5 9.77 16 62.22 9 102.1 18 7.92 17 54.67 9.5 143 18.5 9.46 18 61.95 10 24.7 19 7.5 19 111.53 10.5 188.2 19.5 7.62 20 6.12

FINANCIAL ACCOUNTING
FINANCIAL ACCOUNTING
10th Edition
ISBN:9781259964947
Author:Libby
Publisher:Libby
Chapter1: Financial Statements And Business Decisions
Section: Chapter Questions
Problem 1Q
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Each table in the accompanying LineFit data contains a set of data that describes a functional relationship between the dependent variable y and the independent variable x. Construct a scatter chart of each data set and use the Trendline tool in Excel to determine the best-fitting functions to model these data sets. Do not consider polynomials beyond the third degree Click here to view the fest data set Click here to view the second data set Click here to view the third data set. Choose the scatter chart that shows the best function for the first data set Ock here to view shart.d Click here to view chart a Click here to view chart c Chart a 250- O Click here to view chart b What is the equation for the best-fitting function for the first data set? Select the correct choice below and fill in any answer boxes to complete your choice. (Type integers or decimals rounded to three decimal places as needed.) 200- 150- A. y=1.030x+18.069 +(84.321)x+(144.5) OB. y 100- Ocy 50- OD. y-x+0 0- -50- -100- -150- - X
Transcribed Image Text:Each table in the accompanying LineFit data contains a set of data that describes a functional relationship between the dependent variable y and the independent variable x. Construct a scatter chart of each data set and use the Trendline tool in Excel to determine the best-fitting functions to model these data sets. Do not consider polynomials beyond the third degree Click here to view the fest data set Click here to view the second data set Click here to view the third data set. Choose the scatter chart that shows the best function for the first data set Ock here to view shart.d Click here to view chart a Click here to view chart c Chart a 250- O Click here to view chart b What is the equation for the best-fitting function for the first data set? Select the correct choice below and fill in any answer boxes to complete your choice. (Type integers or decimals rounded to three decimal places as needed.) 200- 150- A. y=1.030x+18.069 +(84.321)x+(144.5) OB. y 100- Ocy 50- OD. y-x+0 0- -50- -100- -150- - X
First data set x Second data set Third data set x Y x Y y 1 -103.4 10 16.43 1 3.52 1.5 -35.1 10.5 13.02 2 4.15 2 -5.6 11 13.02 3 6.37 2.5 -18 11.5 11.67 4 7.67 3 -5.8 12 12.86 5 9.77 3.5 -3.7 12.5 11.84 6 8.37 4 -2 13 10.88 7 7.03 4.5 -0.1 13.5 10.93 8 11.31 5 0 14 11.22 9 12.89 5.5 0.2 14.5 10.88 10 16.05 6 0.9 15 11.25 11 15.01 6.5 3.3 15.5 11.12 12 29.24 7 8.9 16 11.42 13 35.6 7.5 9.9 16.5 10.77 14 44.12 8 20.5 17 10.95 15 34.61 8.5 51.2 17.5 9.77 16 62.22 9 102.1 18 7.92 17 54.67 9.5 143 18.5 9.46 18 61.95 10 24.7 19 7.5 19 111.53 10.5 188.2 19.5 7.62 20 6.12
Transcribed Image Text:First data set x Second data set Third data set x Y x Y y 1 -103.4 10 16.43 1 3.52 1.5 -35.1 10.5 13.02 2 4.15 2 -5.6 11 13.02 3 6.37 2.5 -18 11.5 11.67 4 7.67 3 -5.8 12 12.86 5 9.77 3.5 -3.7 12.5 11.84 6 8.37 4 -2 13 10.88 7 7.03 4.5 -0.1 13.5 10.93 8 11.31 5 0 14 11.22 9 12.89 5.5 0.2 14.5 10.88 10 16.05 6 0.9 15 11.25 11 15.01 6.5 3.3 15.5 11.12 12 29.24 7 8.9 16 11.42 13 35.6 7.5 9.9 16.5 10.77 14 44.12 8 20.5 17 10.95 15 34.61 8.5 51.2 17.5 9.77 16 62.22 9 102.1 18 7.92 17 54.67 9.5 143 18.5 9.46 18 61.95 10 24.7 19 7.5 19 111.53 10.5 188.2 19.5 7.62 20 6.12
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