Given the following points (x, y): (4,10), (5,13), (8, 44), (10,78), (13, 153) a. Draw a...

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Given the following points (x, y): (4,10), (5,13), (8, 44), (10,78), (13, 153) a. Draw a scatter plot of the data b. Use the Least Squares method to find the linear regression equation modeling the relationship between x and y. c. )Find the non-linear regression equation (exponential model), using the transformation method. d. Find the non-linear regression equation (power model), using the transformation method. e. Show all steps and calculations for each of the above 3 models: Show all coefficient equations. i. ii. Show the computation table. Show the regression equation. Calculate the SSE and the standard error 111. iv. V. Estimate the value of y for x=9 & x=18 f. For part c above, draw the scatter plot after the transformation. For part d above, draw the scatter plot after the transformation. h. Which is the best regression model to use and why. g. Given the following points (x, y): (4,10), (5,13), (8, 44), (10,78), (13, 153) a. Draw a scatter plot of the data b. Use the Least Squares method to find the linear regression equation modeling the relationship between x and y. c. )Find the non-linear regression equation (exponential model), using the transformation method. d. Find the non-linear regression equation (power model), using the transformation method. e. Show all steps and calculations for each of the above 3 models: Show all coefficient equations. i. ii. Show the computation table. Show the regression equation. Calculate the SSE and the standard error 111. iv. V. Estimate the value of y for x=9 & x=18 f. For part c above, draw the scatter plot after the transformation. For part d above, draw the scatter plot after the transformation. h. Which is the best regression model to use and why. g.

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