Hexadecimal

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In computer programming and digital systems, various number systems are used to represent and manipulate data. One commonly used number system is the ]] system. Hexadecimal, often abbreviated as hex, is a -16 number system that utilizes sixteen symbols to represent numbers. These symbols are the ten decimal (0-9) along with the first six letters of the English alphabet (A-F), where A represents 10, B represents 11, and so on.

The hexadecimal system is frequently employed due to its convenience in representing numbers. Binary, a base-2 number system, consists of only two digits, 0 and 1. As binary numbers can become lengthy and less manageable, hexadecimal provides a more concise . This is attributed to the fact that each hexadecimal digit corresponds to a group of four binary digits or bits. Such a group is referred to as a , and two nibbles together are known as a .

To perform a between binary and hexadecimal, or vice versa, one must understand the relationship between the two systems. Since a nibble comprises four bits, any hexadecimal digit can be represented by four binary digits. For example, the binary number 0110 can be converted to its equivalent hexadecimal representation by dividing it into two nibbles: 01 and 10. Represented in hexadecimal, this becomes the digit 6.

Keywords

base | binary | hexa[[decimal | byte | digits | nibble | conversion | representation |