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When you want to break your code into smaller, reusable procedures, start by identifying which statements should be grouped together. For instance, take a look at the code in Exercise 6-1 and you will see that there are really two distinct sections. The first part of the code is about gathering data from the UI while the second part is about storing that data into a text file. From this observation, you may have guessed that you can create two procedures instead: one to collect the user s data, and one to save that data to the file. Looking at Exercise 6-1, you think about creating a procedure to get the data from the UI data that is separate from the btnSubmitBug_Click() method. The idea would be to call that new procedure when the button was clicked (see Listing 6-1). Listing 6-1. Separating Processing and UI code VB .NET Private Sub btnSubmitBug_Click(ByVal sender ... GetUIData() 'This calls the method below End Sub Private Sub GetUIData() 'Add code to get UI data End Sub

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Known Quantities: Source currents, resistor values Find: All node voltages and branch currents Figure 36

3 The software application must provide a scheduled weekly report Its header includes the Report Period and provides a retrieved list of all employees (Name and Employee Number) where information has changed within the previous 7 calendar days (report period) 4 The application must provide a means for the end user to view an employee s data 5 User security data (user ID, password) is referenced from the security application for user logon security validation 6 Complex algorithms are used to encrypt the employee date of birth so that it cannot be directly read from the information stored for an employee

Schematics, Diagrams, Circuits, and Given Data: ia = 1 mA; ib = 2 mA; R1 = 1 k ;

Analysis: To write the node equations, we start by selecting the reference node (step 1)

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Figure 37 illustrates that two nodes remain after the selection of the reference node Let us label these a and b and de ne voltages va and vb (step 2)

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C# private void btnSubmitBug_Click(object sender ... { GetUIData(); //This calls the method below } private void GetUIData() { //Add code to get UI data } When you review the code in the previous exercise, you will see that the get data code is strongly dependent on the UI design. As such, the code will not be reuseable in another application (or even in another Windows Form in the same application) at least, not without many modifications. However, in the case of the save data section, you see a different pattern. Since the data sent to this section inside of the strData variable does need to follow the same pattern each time, the UI that gathers this data could look quite different. Say, for example, that you created a web page that captured the same input from the user; as long as you filled strData with this data you could still use the same save data code without having to modify it to fit the change in the UI. This means that the save data section is processing code and is a good indication that it should be included in its own procedure. Moving the code to a procedure called Save() would make it easier to reuse in other projects. However, the procedure must be designed correctly. One feature of a correct design is to have your procedures inform the program upon completion or failure of the action it is performing. In Exercise 6-2, you will move the save data code to a Save() procedure and add this notification code.

Next, we apply KCL at each of the nodes, a and b (step 3): ia va va vb =0 R1 R2 (node a) (node b)

7 The software application must provide subsecond response time for data maintenance processes during the peak business hours between 8 am and 5 pm Eastern USA Standard Time (GMT 5) 8 The software application must use programming language(s) that are compatible with open systems design and Oracle databases

Substituting the numerical values in these equations, we get 3 10 3 va 2 10 3 vb = 1 10 3 2 10 3 va + 267 10 3 vb = 2 10 3 or 3va 2vb = 1 2va + 267vb = 2 The solution va = 1667 V, vb = 2 V may then be obtained by solving the system of equations

Solve the circuit equations obtained in Example 32 using Cramer s rule (see Appendix A)

Known Quantities: Linear system of equations Find: Node voltages Analysis: The system of equations generated in Example 32 may also be solved by using

linear algebra methods, by recognizing that the system of equations can be written as: 3 2 2 267 va vb = 1V 2V

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