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The use of Include files in ASP is popular and is one of the easiest ways to get common code into many pages. Include files can still be used in ASP.NET, but they must be converted to use the same server-side language as the .aspx page. Many better ways exist to handle repetitive code in ASP.NET than using Include files. Depending on the content of the Include file, one method may be more appropriate than another. One solution is to create new HttpModules that contain the same code as the Include file. Another solution is to create a new HttpHandler that contains the code from the Include files. Finally, one of the easiest solutions is to create a base page, from which all Web pages inherit, and include the code in the base page. In this example, every page must contain a special footer that contains a copyright message. The ASP page uses the following line just before the end of the body of each page:

where Cjj is the diagonal element of 1X X2 1 corresponding to j. Notice that the denominator of Equation 12-24 is the standard error of the regression coefficient j. The null hypothesis H0: 0 is rejected if 0 t0 0 t 2,n p. This is called a partial or marginal test because the j regression coefficient j depends on all the other regressor variables xi (i j) that are in the model. More will be said about this in the following example. EXAMPLE 12-4 Consider the wire bond pull strength data, and suppose that we want to test the hypothesis that the regression coefficient for x2 (die height) is zero. The hypotheses are H0: H1:

2 2

215.2352210.00000152 0.01253

The footer.inc file contains code that changes the font size, writes the copyright message, and displays the current time:

0.0000015,

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Note that we have used the estimate of 2 reported to four decimal places in Table 12-10. Since t0.025,22 2.074, we reject H0: 2 0 and conclude that the variable x2 (die height) contributes significantly to the model. We could also have used a P-value to draw conclusions. The P-value for t0 4.4767 is P 0.0002, so with = 0.05 we would reject the null hypothesis. Note that this test measures the marginal or partial contribution of x2 given that x1 is in the model. That is, the t-test measures the contribution of adding the variable x2 die height to a model that already contains x1 wire length. Table 12-4 shows the value of the t-test computed by Minitab. The Minitab t-test statistic is reported to two decimal places. Note that the computer produces a t-test for each regression coefficient in the model. These t-tests indicate that both regressors contribute to the model. There is another way to test the contribution of an individual regressor variable to the model. This approach determines the increase in the regression sum of squares obtained by adding a variable xj (say) to the model, given that other variables xi (i j) are already included in the regression equation. The procedure used to do this is called the general regression significance test, or the extra sum of squares method. This procedure can also be used to investigate the contribution of a subset of the regressor variables to the model. Consider the regression model with k regressor variables y X (12-25)

<p> <font size= 2 > <% Response.Write Copyright © 2002-2004 MyCompany & time() %> </font> </p>

where y is (n 1), X is (n p), is (p 1), is (n 1), and p k 1. We would like to determine if the subset of regressor variables x1, x2, . . . , xr (r k) as a whole contributes significantly to the regression model. Let the vector of regression coefficients be partitioned as follows: c where

(12-26)

Two changes must be made to make this Include file work: the addition of parentheses for the Write method and the changing of time to DateTime.Now.ToShortTimeString( ):

The units without evidence of gas leaks or electrical failure showed other types of failure. If this is a representative sample of AC failure, nd the probability (a) That failure involves a gas leak (b) That there is evidence of electrical failure given that there was a gas leak (c) That there is evidence of a gas leak given that there is evidence of electrical failure 2-68. If P1A B2 1, must A B Draw a Venn diagram to explain your answer. 2-69. Suppose A and B are mutually exclusive events. Construct a Venn diagram that contains the three events A, B, and C such that P1A C2 1 and P1B C2 0

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