Bits and bytes
Computers do all calculations using a code made of just two numbers – 0 and 1. This system is called binary code. The electronic circuits in a digit computer detect the difference between two states: ON (the current passes through) or OFF (the current doesn’t pass through) and represent these states as 1 or 0. Each 1 or 0 is called a binary digit, or bit.
Bits are grouped into eight-digit codes that typically represent characters (letters, numbers and symbols). Eight bits together are called a byte. Thus, each character on a keyboard has its own arrangement of eight bits. For example, 01000001 for the letter A, 01000010 for B, and 01000011 for C.
Computers use a standard code for the binary representation of characters. This is the American Standard Code for information Interchange, or ASCII – pronounced [‘æski]. In order to avoid complex calculations of bytes, we use bigger units such as kilobytes, megabytes and gigabytes.
We use these units to describe the RAM memory, the storage capacity of disks and the size of a program or document.
Note: bit is pronounced [bit]; byte is pronounced [bait]
Unit of memory | Abbreviation | Value (Decimal) | Value (Binary) | Exact memory amount |
Binary digit | Bit, b | 1 or 0 | 1 or 0 | |
Byte | B | 8 bits | ||
Kilobyte | KB or K | 1,024 bytes (210) | ||
Megabyte | MB | 10002 | 10242 | 1,024 kilobytes (220) |
Gigabyte | GB | 10003 | 10243 | 1,024 megabytes (230) |
Terabyte | TB | 10004 | 10244 | 1,024 gigabytes (240) |
Petabyte | PB | 10005 | 10245 | 1,024 Terabytes (250) |
Exabyte | EB | 10006 | 10246 | 1,024 Petabytes (260) |
Zettabyte | ZB | 10007 | 10247 | 1,024 Exabytes (270) |
Yottabyte | YB | 10008 | 10248 | 1,024 Zettabytes (280) |
A bit is the smallest unit in a computer’s memory.
A binary code represents text or computer processor instructions using the binary number system's two binary digits, 0 and 1. A binary code assigns a bit string to each symbol or instruction.
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