(b) Compute predicted values, a 95% confidence inter- val for mean wear, and a 95% prediction interval for observed wear if x1 = 20 and r2 = 1000.
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Answer Part B Only. Please and Thank You.
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- Given the table below, Let y, x1, x2, and x3 be the time of concentration (t, in hr), watershed length (L in ft), watershed slope (S in %), and runoff curve number (CN): Evaluate the linear multiple regression model with two or three predictor variables. Compute the multiple correlation coefficient, the standard error of estimate, and the standard deviation of the variable y. Discuss the reliability of the modelWhat is the slope coefficient for the horsepower variable? Is this coefficient significant at 5% level of significance (alpha=0.05)?For each residual plot below, decide on whether the usual assumptions:"Yi=B0+B1xi+ei,i=1,…,n,e1 independent N(0,sigma^2) random variables" of simple linear regression are valid or not.If some assumptions seem invalid, choose the options(s) which indicate the most obvious departures from the model assumptions. Note : For a small sample, the normality assumption cannot be "proved", but it can be "violated" if there is an extreme residual (outlier).Part a) y-axis has residual, x-axis has x-variable with values 1,2,...,10. (Click on graph to enlarge) Which is/are the best answer(s) for the residual plot (a)?A. linear relation assumption is invalidB. constant variance assumption is invalidC. assumptions seem reasonableD. the normality assumption is invalidE. None of the abovePart b) y-axis has residual, x-axis has x-variable with values 1,2,...,10. (Click on graph to enlarge) Which is/are the best answer(s) for the residual plot (b)?A. constant variance assumption is invalidB. the…
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