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10, 11, 12, 20 10, 11, 12, 20 10, 11, 12, 20 10, 11, 12, 20

private void DownRow ( ResultSet DisplayResults ) throws SQLException { int OrderNum, ProdNum; String printrow = new String(); OrderNum = DisplayResultsgetInt ( 1 ) ; ProdNum = DisplayResults getInt ( 2 ) ; printrow = OrderNum + " " + ProdNum; Systemoutprintln(printrow); }

The Complete List of Elements of the JSF Con guration File (continued)

and reference to Eq (105) shows that for modified Raoult's law it is:

The WHERE clause expression used to join tables can be a compound expression consisting of two or more subexpressions Each is evaluated separately, as described previously in this chapter A compound expression is used to specify more than one selection criteria used to join two tables, which is illustrated in Listing 11-55 In this example, the DBMS is directed to join rows of the Products table and rows of the Orders table There are two components of the subexpression in this example The first requires the DBMS to match product numbers in both tables The other subexpression requires that the value in the Quantity column is greater than 2 The AND operator is used to join both subexpressions This means that both subexpressions must evaluate true for the DBMS to join rows of both tables That is, only when the product number matches in both tables and the quantity of the order is greater than 2 will a row be included in the temporary table If either subexpression evaluates false, the row is not included in the virtual table Listing 11-55 is executed using the executeQuery() method and therefore returns a ResultSet This means that you must use the Model B program to run this code segment Listing 11-56 contains the DownRow() method that retrieves and displays values from the ResultSet

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Part III:

Thus for bubblepoint calculations, where the xi are known, the problem is to find the set of K values that satisfies Eq (1013) Alternatively, Eq (1010) can be written, xi = yi/Ki; because xi = 1, then

Description Encapsulates the set of validator-id elements that specify the validators that will be attached to every EditableValueHolder in every view of the application Specifies the default value for an attribute or a property See the section Metadata Elements See the section Metadata Elements Specifies the fully qualified class name of a javaxelELResolver implementation class that will replace the JSF implementation s default expression language resolver implementation Specifies the fully qualified class name of a javaxfacescontextExceptionHandlerFactory implementation class that will replace or decorate the JSF implementation s default exception handler factory implementation Specifies the fully qualified class name of a javaxfacescontextExternalContextFactory implementation class that will replace or decorate the JSF implementation s default external context handler factory implementation Is the root element for the JSF configuration file and thus encapsulates all other elements in the file Encapsulates any elements specific to a JSF implementation for the faces-config element See the section Extension Elements Note: This element was created to host application metadata that is global in scope Specifies the fully qualified class name of a javax facescontextApplicationFactory implementation class that will replace the JSF implementation s default faces context factory implementation Encapsulates the set of elements used to specify the details for a facet Encapsulates any elements specific to a JSF implementation for the facet element See the section Extension Elements

11:

Thus for dewpoint calculations, where the y, are known, the problem is to find the set of K-values that satisfies Eq (1014) Equations (1011) and (1012) together with Eq (1010) represent alternative forms of Raoult's law and modified Raoult's law The great attraction of Raoult's law is that it expresses K-values as functions of just T and P , independent of the compositions of the liquid and vapor phases Where the assumptions which underlie Raoult's law are appropriate, this allows K-values to be calculated and correlated as functions of T and P For mixtures of light hydrocarbons and other simple molecules, in which the molecular force fields are relatively uncomplicated, correlations of this kind have approximate validity Figures 1013 and 1014, show nomographs for the K-values of light hydrocarbons as functions of T and P, prepared by Dadyburjor7 They do allow for an average effect of composition, but the essential basis is Raoult's law

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