the binary numeral system
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A binary coding scheme is a method used for representing all of the digits, letters, special characters, and control characters available to a digital computer using groups of 0s and 1s. The two coding schemes in widest use are American Standard Code for Information Interchange (ASCII) and Extended Binary Coded Decimal Interchange Code (EBCDIC). Here are some examples of how the characters A, 7, and $ would be represented in ASCII and EBCIDIC: ASCII: A=01000001, 7= 00110111, $=00100100 EBCIDIC: A=11000001, 7=11110111, $=01011011
binary
Huffman Coding is a method of shortening down messages sent from one computer to another so that it can be sent quicker.
Short for Extended Binary Coded Decimal Interchange Code, EBCDIC was first developed by IBM and is a coding method generally used by larger computers to present letters, numbers or other symbols in a binary language the computer can understand. EBCDIC is similar to ASCII commonly used on most computers and computer equipment today.
The conversion of octal number to binary can be obtained by using two methods. First, it can be converted into decimal and then obtained decimal is converted into binary. In the second method
128 is not a valid octal number. Please restate the question.
This is actually a question in my Digital Circuits text. Are they kidding? Is there a way to tell that a discrete decimal will have an endless binary equivalent?
That sounds like a very basic understanding of binary. Computers do indeed work using an on-off method of rapidly transmitting data. Binary is the most effective method of sending data that humankind have yet discovered.
The benefits of paravirtualization include reduced complexity, greater reliability, and improved performance issues with operating systems. Originally, an operating system used a binary method to translate computer languages. Paravirtualization removes the need to use the binary method.
There is a good method outlined is this answer: http://wiki.answers.com/Q/How_do_you_convert_57_into_binary A quick way is to use Google calculator: Enter "43 in binary" into Google's search field (without the quotes) It returns 43 = 0b101011
Binary fission is the primary method of reproduction of prokaryotic organisms