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(a) Construct a normal probability plot of each of the data sets. Based on these plots, is it reasonable to assume that they are each drawn from a normal population (b) Suppose that it was determined that the lowest observation of the Mercedes data was erroneously recorded and should be 24.6. Furthermore, the lowest observation of the Volkswagen data was also mistaken and should be 39.6. Again construct normal probability plots of each of the data sets with the corrected values. Based on these new plots, is it reasonable to assume that they are each drawn from a normal population (c) Compare your answers from parts (a) and (b) and comment on the effect of these mistaken observations on the normality assumption. (d) Using the corrected data from part (b) and a 95% con dence interval, is there evidence to support the claim that the variability in mileage performance is greater for a Volkswagen than for a Mercedes 10-84. Reconsider the fuel-economy study in Supplemental Exercise 10-83. Rework part (d) of this problem using an appropriate hypothesis-testing procedure. Did you get the same answer as you did originally Why 10-85. An experiment was conducted to compare the lling capability of packaging equipment at two different wineries. Ten bottles of pinot noir from Ridgecrest Vineyards were randomly selected and measured, along with 10 bottles of pinot noir from Valley View Vineyards. The data are as follows ( ll volume is in milliliters): Ridgecrest 755 753 752 751 753 751 752 753 753 754 756 755 755 Valley View 754 756 756 757 756 756 755

(a) What assumptions are necessary to perform a hypothesistesting procedure for equality of means of these data Check these assumptions. (b) Perform the appropriate hypothesis-testing procedure to determine whether the data support the claim that both wineries will ll bottles to the same mean volume. 10-86. Consider Supplemental Exercise 10-85. Suppose that the true difference in mean ll volume is as much as 2 uid ounces; did the sample sizes of 10 from each vineyard provide good detection capability when 0.05 Explain your answer. 10-87. A Rockwell hardness-testing machine presses a tip into a test coupon and uses the depth of the resulting depression to indicate hardness. Two different tips are being compared to determine whether they provide the same Rockwell C-scale hardness readings. Nine coupons are tested, with both tips being tested on each coupon. The data are shown in the accompanying table.

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(a) State any assumptions necessary to test the claim that both tips produce the same Rockwell C-scale hardness readings. Check those assumptions for which you have the information. (b) Apply an appropriate statistical method to determine if the data support the claim that the difference in Rockwell C-scale hardness readings of the two tips is signi cantly different from zero (c) Suppose that if the two tips differ in mean hardness readings by as much as 1.0, we want the power of the test to be at least 0.9. For an 0.01, how many coupons should have been used in the test 10-88. Two different gauges can be used to measure the depth of bath material in a Hall cell used in smelting aluminum. Each gauge is used once in 15 cells by the same operator. Cell 1 2 3 4 5 6 7 8 Gauge 1 46 in. 50 47 53 49 48 53 56 Gauge 2 47 in. 53 45 50 51 48 54 53 Cell 9 10 11 12 13 14 15 Gauge 1 52 47 49 45 47 46 50 Gauge 2 51 45 51 45 49 43 51

The Fusion Log Viewer displays an entry in its window indicating the application, the assembly, and the date. Double-click the application to display the following information when version 2.0.0.0 is overwritten with version 2.0.0.1 of the DataComponent:

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