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After that, multiply the fractional part by b repeatedly to get each digit as an integer part. We will continue this process until we get a zero as our fractional part or until we recognize an infinite repeating pattern.
Now convert 0.625 to hexadecimal :
.
0.39625 * 16 = 0.625 ------------------------------------->0
.625* 16 = 10 --------------------------->A.
We get fractional part is zero.
In summary, the result of conversion to hexadecimal is AB5C.0A
Data Representation refers to the methods used internally to represent information stored in a computer. Computers store lots of different types of information:
At least, these all seem different to us. However, all types of information stored in a computer are stored internally in the same simple format: a sequence of 0's and 1's. How can a sequence of 0's and 1's represent things as diverse as your photograph, your favorite song, a recent movie, and your term paper?
Digital signal
Continuous signalPhysical signalComputerConvert ADSensor
Depending on the nature of its internal representation, data items are divided into:
The most basic unit of information in a digital computer is called a BIT, which is a contraction of Binary Digit. In the concrete sense, a bit is nothing more than a state of "on" or "off" (or "high" and "low") within a computer circuit. In 1964, the designers of the IBM System/360 mainframe computer established a convention of using groups of 8 bits as the basic unit of addressable computer storage. They called this collection of 8 bits a byte.
Computer words consist of two or more adjacent bytes that are sometimes addressed and almost always are manipulated collectively. The word size represents the data size that is handled most efficiently by a particular architecture. Words can be 16 bits, 32 bits, 64 bits, or any other size that makes sense within the context of a computer's organization.
Some other units of information are described in the following table :
Representation of Integers
An integer is a number with no fractional part; it can be positive, negative or zero. In ordinary usage, one uses a minus sign to designate a negative integer. However, a computer can only store information in bits, which can only have the values zero or one. We might expect, therefore, that the storage of negative integers in a computer might require some special technique - allocating one sign bit (often the most significant bit) to represent the sign: set that bit to 0 for a positive number, and set to 1 for a negative number.
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