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Consider the data from 6.1 from our textbook for the multiple linear regression. Anyone can reply with texts and screenshots. Use R programming software to

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Consider the data from 6.1 from our textbook for the multiple linear regression.

Anyone can reply with texts and screenshots. Use R programming software to estimate the regression coefficients. Once answered, others are required to participate by acknowledging or by replying also with additional inputs.

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Consider the data from 6.1 from our textbook. x = Age y = Income From Excel and MATLAB, bo = 6.390598 and b1 = 1.494302. Simple Regression American Express Study . . . Age Income 0.7032 Coefficient of Determination X Y Error Confidence Interval for Slope 0.8386 Coefficient of Correlation 69 113 3.502564 1-a (1-a) C.I. for B, 52 91 6.905698 95% 1.494302 + or - 0.791534 s(b ,) 0.343249 Standard Error of Slope AW N 65 121 17.47977 58 81 -12.0601 Confidence Interval for Intercept 5 31 68 15.28604 1-a 1-) C.I. for Bo 6 51 92 9.4 95% 6.390598 + or - 41.44344 s(bo) 17.97197 Standard Error of Intercept 53 75 -10.5886 56 76 -14.0715 Prediction Interval for Y 42 56 -13.1513 1-a X (1-a) P.I. for Y given X 10 33 53 -2.70256 + or - s 12.86154 Standard Error of prediction Prediction Interval for E[Y X] 1-a X (1-a) P.I. for E[Y [ X] + or - ANOVA Table Source SS df MS F F critical p-value Regn. 3135.046 - 3135.046 18.95211 5.317655 0.0024 Error 1323.354 8 165.4193 Total 4458.4 g New to MATLAB? See resources for Getting Started. >> x= [69 52 65 58 31 51 53 56 42 33]; > y= [113 91 121 81 68 92 75 76 56 53]; >> mdl=fitlm (x, y ) mdl =New to MATLAB? See resources for Getting Started. >> x=[69 52 65 58 31 51 53 56 42 33] ; > > y=[113 91 121 81 68 92 75 76 56 53]; >> mdl=fitlm(x, y) mdl = Linear regression model: y ~ 1 + x1 Estimated Coefficients: Estimate SE tStat pValue (Intercept) 6. 3906 17.972 0. 35559 0. 73134 x1 1. 4943 0. 34325 4.3534 0. 0024341 Number of observations: 10, Error degrees of freedom: 8 Root Mean Squared Error: 12.9 R-squared: 0.703, Adjusted R-Squared: 0. 666 F-statistic vs. constant model: 19, p-value = 0. 00243 Anyone can reply with texts and screenshots. Use R to compute for the slope and intercept. Once answered, others are required to participate by acknowledging or by replying also with additional inputs

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