One's complement is a method used in computing to represent signed numbers in binary. It's a way to represent negative numbers by inverting all the bits of the positive number.
The one's complement of a binary number is obtained by inverting all bits in the binary number. This means:
Mathematically, for an n-bit number B, its one's complement B' is given by:
\[B' = (2^n - 1) - B\]
Let's find the one's complement of 1010:
This diagram illustrates the one's complement conversion of 1010 to 0101.
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