Ascii Converter
Solve ascii problems step-by-step with our free calculator. See formulas, worked examples, and clear explanations. Free to use with no signup required.
Reviewed by Manoj Kumar, Mathematics Educator
Formula
ASCII Code = Character Position in ASCII Table (0-127)
Each character maps to a unique numerical code in the ASCII standard. Uppercase A-Z are codes 65-90, lowercase a-z are 97-122, digits 0-9 are 48-57, and space is 32. Extended characters beyond 127 use Unicode encoding.
Worked Examples
Example 1: Converting Text to ASCII Codes
Problem:Convert the word 'Hello' to its ASCII decimal and hexadecimal codes.
Solution:H = 72 (0x48)\ne = 101 (0x65)\nl = 108 (0x6C)\nl = 108 (0x6C)\no = 111 (0x6F)\n\nDecimal sequence: 72 101 108 108 111\nHex sequence: 48 65 6C 6C 6F
Result:Hello = [72, 101, 108, 108, 111] decimal = [48, 65, 6C, 6C, 6F] hex
Example 2: Case Conversion Using ASCII Values
Problem:Convert uppercase 'ABC' to lowercase using ASCII arithmetic.
Solution:A (65) + 32 = 97 = a\nB (66) + 32 = 98 = b\nC (67) + 32 = 99 = c\n\nThe difference between uppercase and lowercase is always 32.\nThis works because bit 5 (value 32) is the case bit in ASCII.
Result:ABC becomes abc by adding 32 to each ASCII code
Frequently Asked Questions
What is ASCII and what does it stand for?
ASCII stands for American Standard Code for Information Interchange. It is a character encoding standard that assigns numerical values to letters, digits, punctuation marks, and control characters. Developed in the 1960s, ASCII uses 7 bits to represent 128 characters (codes 0-127). The first 32 codes (0-31) are control characters like newline and tab. Codes 32-126 are printable characters including uppercase letters (65-90), lowercase letters (97-122), digits (48-57), and various symbols. Code 127 is the delete character. ASCII became the foundation for virtually all modern character encodings and remains essential to computing, networking, and data exchange.
How does ASCII encoding map characters to numbers?
ASCII maps each character to a specific number between 0 and 127. The mapping follows logical patterns: uppercase letters A through Z are codes 65 through 90, lowercase letters a through z are codes 97 through 122 (exactly 32 higher than their uppercase equivalents), and digit characters 0 through 9 are codes 48 through 57. Space is code 32. Common symbols have their own codes, such as exclamation mark at 33, period at 46, and at-sign at 64. This systematic arrangement allows simple arithmetic operations on characters, like converting uppercase to lowercase by adding 32. These patterns were intentionally designed to simplify computer processing.
What is the difference between ASCII and Unicode?
ASCII is a 7-bit encoding that supports only 128 characters, primarily English letters and basic symbols. Unicode is a comprehensive standard that aims to encode every character from every writing system in the world, currently defining over 149,000 characters. Unicode includes ASCII as its first 128 code points, maintaining backward compatibility. Unicode uses various encoding forms: UTF-8 (variable-length, 1-4 bytes, most popular on the web), UTF-16 (2 or 4 bytes, used by JavaScript and Java), and UTF-32 (fixed 4 bytes). UTF-8 is particularly efficient because ASCII characters use only 1 byte while extended characters use more. Unicode supports emoji, mathematical symbols, Chinese, Arabic, and virtually every script.
What are ASCII control characters and what do they do?
ASCII control characters occupy codes 0 through 31 and code 127. They were originally designed to control devices like printers and teleprinters. The most commonly used today include: NULL (0) as a string terminator in C programming, TAB (9) for horizontal tabulation, LF/Line Feed (10) as the Unix newline character, CR/Carriage Return (13) used with LF in Windows newlines, ESC/Escape (27) for starting escape sequences in terminals, and DEL/Delete (127). While many control characters are obsolete in modern computing, some remain critical. For instance, Ctrl+C (code 3, ETX) interrupts processes, and Ctrl+Z (code 26, SUB) signals end-of-file on Windows systems.
References
Reviewed by Manoj Kumar, Mathematics Educator · Editorial policy