If you mean 10 + 6 that's 16 which is 10000 in binary
7 bits can show all 128 possible arrangements of 'yes' and 'no'. 6 bits can show only 64 possibilities.
Infinity is not directly represented in binary code. Binary code uses a finite number of bits to represent numbers, so it is not capable of representing infinity. However, there are ways to approximate infinity in binary code, such as using a special bit pattern to represent a very large number.
One way is using the Twos (2s) complement; that is you find the binary representation of the positive number of -19, flip all the bits (0s to 1s and 1s to 0s), and finally add 1 to it.The positive bit of -19 is simply 19. It has a binary code of 0001 0011 (8 bits are required for this particular method). Flipping the bits, we get 1110 1100. Adding 1 (or 0000 0001) to our last answer, we get 1110 1101 which would be the binary representation of -19.
Jamesgates discovered binary code instringtheory
The best way is with a lookup table.
In CRC, the redundant bits are derived from binary division to the data unit. While in hamming code, the redundant bits are a function of length of the data bits.
A: A Binary code represent a binary number 0.1.2.4.8. etc. that is why it is called a weighted number
If you mean 10 + 6 that's 16 which is 10000 in binary
Binary
its called binary
10 bits would be required. 10 bits long (10 digits long) can represent up to 1024.
I am not quite sure what you are trying to ask but Nibbles is a divided part of binary code. in Hex, you divide it into Nibbles consisting of 4 bits, whereas in others such as Octal, the nibbles are 3 bits.
It can be called binary or machine code.
7 bits can show all 128 possible arrangements of 'yes' and 'no'. 6 bits can show only 64 possibilities.
Infinity is not directly represented in binary code. Binary code uses a finite number of bits to represent numbers, so it is not capable of representing infinity. However, there are ways to approximate infinity in binary code, such as using a special bit pattern to represent a very large number.
That is called a "bit", short for "binary digit".