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Now consider a switching network composed of any arrangement of switches. Let there be an input line and an output line, denoted by 1 and Z respectively, as in Fig. 312. In Fig. 312 the 1 indicates that a signal (say 1 volt ) is applied to the input line. Remember that the network inside the box is given to consist only of an arrangement of switches (including, of course, all necessary connecting wires).

The showError( ) method, shown here, displays an error dialog box on the screen with the given message. Observe also that the showError( ) method takes an exit flag to specify whether or not the application should exit after displaying the error message.

In the gure Z will be either equal to Z 1 or Z 0 (1 volt or 0 volts), depending upon whether the input signal is able to get through or not get through the switching network. Whether Z 1 or Z 0 will depend upon the particular con guration of switches inside the box, and upon the particular on or o state of each switch. Now, in regard to switching networks, let us begin with the basic two-switch network, in which A will denote the state of one switch (A equals 1 or 0) and B will denote the state of

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You might find it interesting that certain countries in the world eat more meat than we do in the United States but have a lower rate of heart disease and cancer Argentines, for example, eat more than twice the amount of red meat that we do in the United States, but because they tend to eat meat from range-fed cattle, their rates of heart disease and cancer are much lower than ours Range-fed animals provide a rich source of important vitamins such as beta-carotene and vitamin E, and essential fats such as omega-3 fatty acids These important nutrients have been shown in many scientific studies to reduce the risk of cardiovascular disease, cancer, diabetes, and obesity, as well as other degenerative disease Grass-fed meat is low in saturated fat but has two to six times more essential omega-3 fatty acids than its grain-fed equivalent.

the other switch (B equals 1 or 0). The two switches can be connected together in TWO basic ways, either in series or in parallel, as indicated in Figs. 313 and 314. Let s rst consider the SERIES connection of Fig. 313. Note that the input signal 1 can get through the network only if BOTH SWITCHES are in a closed state; that is, Z 1 only if A 1 and B 1. Note that if either switch, or both switches, are open, then Z 0. Now consider the PARALLEL connection of Fig. 314. Note that the input signal 1 can get through the network if EITHER OR BOTH switches are closed; that is, Z 1 if A 1 or B 1. Note that Z 0 only if both A 0 and B 0. The foregoing facts concerning Figs. 313 and 314 can be neatly summarized in the form of what are called truth tables. A truth table is simply a list of all possible relationships among all the signals involved, presented in a convenient table form. Thus, in Figs. 313 and 314 there are three variables involved, A; B, and Z, and upon remembering the facts just stated above about these gures, you can verify that the truth tables are as follows.

// Show error dialog box and exit afterward if necessary. private void showError(String message, boolean exit) { JOptionPane.showMessageDialog(this, message, "Error", JOptionPane.ERROR_MESSAGE); if (exit) System.exit(0); }

The above truth table for Fig. 313 de nes what is called the AND operation, because both A and B must be 1 in order to produce Z 1. The and operation is denoted by , which must not be read as times but instead must be read as and. Inspection of the above table for Fig. 313 shows that the four basic and relationships are 1 1 1 1 0 0 0 1 0 0 0 0

We must emphasize again that 1 1 is not to be read as one times one equals one but as one and one equals zero. Likewise, 1 0 0 is read as one and zero equals zero, and so on. The basic and network is thus two switches in series, Fig. 313, and this fact is stated in switching algebra notation by writing A B AB Z 559

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