Description: X : \# of transfers ( 2nd column), Y: \# of broken products (first column) 1. Find the linear line, write down the linear equation and draw a scatter plot, then draw the linear line on that plot. Does the linear regression function appear to give a good fit here? 2. Get a point estimate of the mean broken products when X=3 transfer is made. 3. Get a point estimate of Sigma^2. 4. Estimate the increase in the expected number of broken products when there are 3 transfers as compared to 2 transfers. 5. (Bonus) Show that your fitted regression line goes through the point (X,Y). Description: X : \# of transfers ( 2nd column), Y: \# of broken products (first column) 1. Find the linear line, write down the linear equation and draw a scatter plot, then draw the linear line on that plot. Does the linear regression function appear to give a good fit here? 2. Get a point estimate of the mean broken products when X=3 transfer is made. 3. Get a point estimate of Sigma^2. 4. Estimate the increase in the expected number of broken products when there are 3 transfers as compared to 2 transfers. 5. (Bonus) Show that your fitted regression line goes through the point (X,Y)