Hexadecimal to ASCII conversion is the process of transforming a hexadecimal (base 16) representation of data into its corresponding ASCII (American Standard Code for Information Interchange) character representation. This conversion is commonly used in computer science, particularly when dealing with text encoding and data representation.
The conversion from hexadecimal to ASCII involves interpreting each pair of hexadecimal digits as a single byte (8 bits) and then mapping that byte to its corresponding ASCII character.
ASCII uses 7 bits to represent characters, with values ranging from 0 to 127. Extended ASCII uses 8 bits, allowing for values up to 255. Here's a partial mapping of some common ASCII characters:
Hex | ASCII Hex | ASCII Hex | ASCII ----+--------- ----+--------- ----+--------- 20 | (space) 41 | A 61 | a 21 | ! 42 | B 62 | b 22 | " 43 | C 63 | c ... 39 | 9 5A | Z 7A | z
Let's convert the hexadecimal string "48656C6C6F" to ASCII:
48 65 6C 6C 6F | | | | | H e l l o
Therefore, "48656C6C6F" in hexadecimal represents "Hello" in ASCII.
Understanding hexadecimal to ASCII conversion is crucial in many areas of computer science, including data encoding, cryptography, and low-level system programming. It provides a bridge between the binary world of computers and the text-based world of human-readable characters.
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