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The sign bit is 0 (positive), the exponent field has the value 130 (10000010), and the mantissa field has the value 0001 (and lots of following zeros). As you can imagine, computing with real numbers requires the computer to do more work than computing with integers. The mantissa and exponent fields must be considered appropriately in all mathematical operations. In fact, some computers have special floating-point processor hardware to speed such calculations. CHARACTER FORMATS We think of computing as work with numbers, but in fact most computing operates on character data rather than numeric data names, addresses, order numbers, gender, birthdates, etc. are usually, or often, represented by strings of characters rather than numeric values. Characters are mapped to integer numbers. There have been many character to-integer mappings over the years. IBM invented a mapping called binary coded decimal (BCD), and later extended BCD interchange coded (EBCDIC), which became a de facto standard with IBM s early success in the computer market. The American standard American Standard Code for Information Interchange (ASCII) was defined in the 1960s and became the choice of most computer vendors, aside from IBM. Today Unicode is becoming popular because it is backwards compatible with ASCII and allows the encoding of more complex alphabets, such as those used for Russian, Chinese, and other languages. We will use ASCII to illustrate the idea of character encoding, since it is still widely used, and it is simpler to describe than Unicode. In ASCII each character is assigned a 7-bit integer value. For instance, A = 65 (1000001), B = 66 (1000010), C = 67 (1000011), etc. The 8th bit in a character byte is intended to be used as a parity bit, which allows for a simple error detection scheme. If parity is used, the 8th or parity bit is used to force the sum of the bits in the character to be an even number (even parity) or an odd number (odd parity). Thus, the 8 bits for the character B could take these forms: 01000010 even parity 11000010 odd parity 01000010 no parity If parity is being used, and a noisy signal causes one of the bits of the character to be misinterpreted, the communication device will see that the parity of the character no longer checks. The data transfer can then be retried, or an error announced. This topic is more properly discussed under the heading of data communications, but since we had to mention the 8th bit of the ASCII code, we didn t want you to be left completely in the dark about what parity bits and parity checking are. The lowercase characters are assigned a different set of numbers: a = 97 (1100001), b = 98 (1100010), c = 99 (1100011), etc. In addition, many special characters are defined: $ = 36 (0100100), + = 43 (0101011), > = 62 (01111110), etc. A number of control characters are also defined in ASCII. Control characters do not print, but can be used in streams of characters to control devices. For example, line feed = 10 (0001010), tab = 11 (0001011), backspace = 8 (0001000), etc. For output, to send the string Dog followed by a linefeed, the following sequence of bytes would be sent (the msb is the parity bit, and in this example parity is being ignored, and the parity bit set to 0): 01000100 D 01101111 o 01100111 g 00001010 lf (line feed)
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Likewise for input, if a program is reading from a keyboard, the keyboard will send a sequence of integer values that correspond to the letters being typed. How does a program know whether to interpret a series of bits as an integer, a character, or a floating-point number Bits are bits, and there is no label on a memory location saying this location holds an integer/character/real. The answer is that the program will interpret the bits based on its expectation.
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