0
it stands for dfhbvj,ghsd
it stands for dfhbvj,ghsd
it stands for dfhbvj,ghsd
Well since there are 4 groups of 8 digits, it's normal binary. Each group stands for a number, letter, or symbol in ASCII code. Each of the four symbols are the same, but I cannot find what it is supposed to be. Maybe it's a randomly typed code copy/pasted four times.
What else can I help you with?
What does a 1 and 0 stand for in binary numbering?
1 In binary numbering means on 0 In binary numbering means off
What does bsp stand for?
Binary Space Partitioning
In binary number counting what does ten stand for?
The binary number 10 represents 2. The decimal number 10 in binary would be 1010.
In binary number counting what does 10 stand for?
10 is a 2 bit binary number, when converted to decimal numbers it is 2.
What does B C D stand for in math?
Binary coded decimal. Each decimal digit is represented by its binary equivalent.
What do the letters EBCDIC stand for?
Extended Binary Coded Decimal Interchange Code
What does the acronym bits stand for?
It's a contraction of the two words binary digit
What is the binary number 00100000 in hexidecimal stand for?
You need to separate the binary number into groups of 4 binary digit (starting from the right); then you look up each group in a conversion table. In this case, the separation is:0010 0000 So in hexadecimal, that would be: 20
What does H S D U abbr stand for in Decimal to Binary Conversion?
Higher Still Development Unit
What is the word for H stand for in binary to Decimal Conversion?
hexadecimal, eg. 1ABH = 1AB(16) = 427(10)
What does bin stand for?
Bin is short for bianary. A binary file (commonly, but not necessarily, with the extension .bin) is a computer file which may contain any type of data, encoded in binary form for computer storage and processing purposes
What does 1 stand for in binary on or off?
In binary, the digit "1" represents the "on" state. It signifies an active or true condition in digital systems, such as in computers or electronic circuits. Conversely, "0" represents the "off" state, indicating inactivity or false. Together, these two states form the foundation of binary code, which is essential for digital computing.
