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Anthony Fishleigh
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What integers are used to represent binary numbers?
0 and 1.
Who used names of colors to represent unknown values?
The mathematician David Hilbert used names of colors, such as "white" and "black," to represent unknown values in his work in mathematics and logic. This approach was part of his concept of "Game Semantics" where colors were used to represent players and moves in mathematical games, allowing for the study of logical systems.
What is the purpose of binary codes?
A Binary code is a way of representing text or computer processor instructions by the use of the binary number system's two-binary digits 0 and 1.So the purpose of binary code is to issue human readable code, changed to machine code (binary) that the computer understands and can execute the instructions.
Is the binary code most widely used for microcomputers?
ASCII (American Standard Code for Information Interchange)
Why is binary code made up of series of ones and zeros?
It is because computers are electronic. In simple terms, 1 and 0 are used to represent data linking in to how electricity can either be flowing or not, like a light switch being on and off.
What is binary code and why was it chosen to represent data in computers?
Binary code is a base 2 number system, with only the digits 0 and 1. It is used to represent the on/off states of transistors in integrated circuits, with 0 representing off and 1 representing on. So, binary codes represent the possible states of hardware transistors, and the binary codes represent numbers and letters through a coding system like ASCII or EBCDIC.
How the computer can understand binary language?
The computer understands binary because the 1 means on and the 0 means off, so that controls how it operates. Binary language is then converted to our number system where the numbers represent things. ASCII code is used to convert binary to text.
What integers are used to represent binary numbers?
0 and 1.
What do colors on a dragon represent?
what does the chinese dragon represent and when is it used?
What is the plural of binary?
The plural of binary is binaries. As in "he used binaries to write the code".
What are the key properties of the semiconductor memory?
There are two key properties of semiconductor memory. It can either be stable or semistable as it is used to represent both binary 0 and binary 1. It can be written into and read in order to sense the state of the code.
Who used the name of colors to represent unknown values?
People In ancient india used names of colors to represent unknown values.
What is a EBCDIC?
EBCDIC code stands for extended binary coded decimal interchange code....it is an 8 bit code and can provide 256 different characters..it is used on ibm mainframes and on other large computers.. EBCDIC code stands for extended binary coded decimal interchange code....it is an 8 bit code and can provide 256 different characters..it is used on ibm mainframes and on other large computers..
The code established so that all computers used the same binary code is called?
ASCII, the American Standard Code for Information Interchange, is the most commonly used way to represent character and numerical information in a seven-bit binary format, for values from 0 to 127. Most modern computer systems tend to use ASCII values of 128 and above for extended character sets. EBCDIC, the Extended Binary Coded Decimal Interface Code, is an eight-bit binary format used by various IBM mainframe operating systems.
Who used binary code for computers?
Yes, it is.
What is the difference between binary code and extendible binary code?
There is no such thing as extendible (sic) binary code. However, there are two known variants: eXtendable Binary (XB) is a universal file format used for serialising binary trees. Extended Binary Coded Decimal Interchange Code (EBCDIC) was an 8-bit character encoding used by IBM in the 1960's. It's a non-standard encoding that was used by IBM prior to them switching to ASCII peripherals.
What is a binary code?
Binary code is a language used in computer programming and is made up entirely of ones (1) and zeroes (0).
