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I installed some free barcode font, and created a template on Excel (just some simple formulas to create consecutive values) and printed normally. Then I sticked ...


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(a) Draw a scatter diagram of the data. Does a simple linear regression model seem appropriate here (b) Fit the simple linear regression model using the method of least squares. Find an estimate of 2. (c) Estimate the mean chloride concentration for a watershed that has 1% roadway area. (d) Find the tted value corresponding to x 0.47 and the associated residual. 11-12. A rocket motor is manufactured by bonding together two types of propellants, an igniter and a sustainer. The shear strength of the bond y is thought to be a linear function of the age of the propellant x when the motor is cast. Twenty observations are shown in the table on the next page. (a) Draw a scatter diagram of the data. Does the straight-line regression model seem to be plausible (b) Find the least squares estimates of the slope and intercept in the simple linear regression model. Find an estimate of 2. (c) Estimate the mean shear strength of a motor made from propellant that is 20 weeks old. (d) Obtain the tted values yi that correspond to each ob served value yi. Plot yi versus yi, and comment on what this plot would look like if the linear relationship between

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Strength y (psi) 2158.70 1678.15 2316.00 2061.30 2207.50 1708.30 1784.70 2575.00 2357.90 2277.70

@ 218 @ 227 @ 231.

Age x (weeks) 15.50 23.75 8.00 17.00 5.00 19.00 24.00 2.50 7.50 11.00

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The PowerShot G11 allows you to erase images immediately after capture if you have set your camera to display them after being taken. In addition, the G11 includes this menu when you can re ne or expand the Erase function. In this menu selection, choose from the following: Select. This setting allows you to go through all the images on the memory card by turning the Control dial and adding a check mark to the box in the upper-left corner with the Function/Set button, marking them for deletion. A counter displays how many images are marked. When nished, press the Menu button and select OK to remove the images from the card. Select range. This function allows you to select a range of consecutive images to remove from the card by using the 4-Way Controller. All Images. Select this option to erase all image and video les from the memory card. Selecting Erase does not delete images marked as Protected. Remember, there is no undo for Erase Images!

Strength y (psi) 2165.20 2399.55 1779.80 2336.75 1765.30 2053.50 2414.40 2200.50 2654.20 1753.70

Age x (weeks) 13.00 3.75 25.00 9.75 22.00 18.00 6.00 12.50 2.00 21.50

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Note that the feedback function P is linear and, consequently, X is a linear x feedback shift register (LFSR). Recall that LFSRs were discussed in some detail in Section 3.2. For register A we have

shear strength and age were perfectly deterministic (no error). Does this plot indicate that age is a reasonable choice of regressor variable in this model 11-13. Show that in a simple linear regression model the point ( x, y ) lies exactly on the least squares regression line. 11-14. Consider the simple linear regression model Y 0 . Suppose that the analyst wants to use z x x as the 1x regressor variable. (a) Using the data in Exercise 11-12, construct one scatter plot of the ( xi, yi) points and then another of the ( zi xi x, yi ) points. Use the two plots to intuitively explain how the two models, Y and 0 1x * *z , are related. Y 0 1 (b) Find the least squares estimates of * and * in the model 0 1 * *z . How do they relate to the least Y 0 1 squares estimates 0 and 1

* 11-15. Suppose we wish to t the model y* i 0 * 1xi x 2 , where y* yi y (i 1, 2, p , n). Find 1 i i the least squares estimates of * and *. How do they relate 0 1 to 0 and 1 11-16. Suppose we wish to t a regression model for which the true regression line passes through the point (0, 0). The appropriate model is Y x . Assume that we have n pairs of data (x1, y1), (x2, y2), p , (xn, yn). Find the least squares estimate of . 11-17. Using the results of Exercise 11-16, t the model Y x to the chloride concentration-roadway area data in Exercise 11-11. Plot the tted model on a scatter diagram of the data and comment on the appropriateness of the model.

Y = PA(A)

11-3

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