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All six number types in Java are signed, meaning they can be negative or positive. The leftmost bit (the most significant digit) is used to represent the sign, where a 1 means negative (glass half empty) and 0 means positive (glass half full), as shown in Figure 1-1. The rest of the bits represent the value, using two s complement notation. Table 1-2 shows the primitive types with their sizes and ranges. Figure 1-2 shows 8 that with a byte, for example, there are 256 possible numbers (or 2 ). Half of these are negative, and half -1 are positive. The positive range is one less than the negative range because the number zero is stored as a positive binary number. We use the formula (bits - 1) (bits -1) to calculate the negative range, and we use 2 1 for the positive range. -2 The range for floating-point numbers is complicated to determine, but luckily you don t need to know these for the exam (although you are expected to know that a double holds 64 bits and a float 32). For boolean types there is not a range; a boolean can be only true or false. If someone asks you for the bit depth of a boolean, look them straight in the eye and say, That s virtual-machine dependent. They ll be impressed. The char type (a character) contains a single, 16-bit Unicode character. Although the extended ASCII set known as ISO Latin-1 needs only 8 bits (256 different characters), a larger range is needed to represent characters found in languages other than English. Unicode characters are actually represented by unsigned 16-bit integers, 16 16 which means 2 possible values, ranging from 0 to 65535 (2 )-1. You ll learn in

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The twisted pair(s) that provides service to the customer arrives at the house on what is called the drop wire. It is either aerial, as shown in Figure 3-18, or buried underground. We note that multiple drop wires may be used because today most homes are wired with multiple pairs, since the average household typically orders a second line for a home office, computer, fax machine, or teenager. Once it reaches the edge of the subscriber s property, the drop wire typically terminates on a terminal box, such as that shown in Figure 3-19. There all of the pairs from the neighborhood are cross-connected to the main cable that runs up the center of the street. This architecture is used primarily to simplify network management. When a new neighborhood is built today, network engineers estimate the number of pairs of wire that will be required by the homes in that neighborhood. They then build the houses, install the network and crossconnect boxes along the street, and cross connect each house s drop wire to a single- wire pair. Every pair in the cable has an appearance at every terminal box along the street, as shown in Figure 3-20. This enables a cable pair to be reassigned to another house elsewhere on the street, should the customer move. It also enables cable pairs to be easily replaced should a pair go bad. This design dramatically simplifies the installation and maintenance process, particularly given the high demand for additional cable pairs today. This design also results in a challenge for network designers. These multiple appearances of the same cable pair in each junction box

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FIGURE 1-1

In particular, controls represent one of the main ways that users can offer input to your programs, and we ll discuss them when we talk about data in chapter 9. We ll also offer more complex programs that use a variety of controls from chapter 9 on. Through those examples, the majority of the UI controls will receive some coverage in this book.

TABLE 1-2

Downloaded from Digital Engineering Library @ McGraw-Hill (www.digitalengineeringlibrary.com) Copyright 2004 The McGraw-Hill Companies. All rights reserved. Any use is subject to the Terms of Use as given at the website.

Minimum Range -2 -2 -2 -2

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