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It can be calculated via a XOR sum of the bits, yielding 0 for even parity and 1 for odd parity.This property of being dependent upon all the bits and changing value if any one bit changes allows for its use in error detection schemes.Give examples of fixed point numbers (positive as well as negative) assuming the size of the notation to be 8 bits (including sign bit).
However, parity has the advantage that it uses only a single bit and requires only a number of XOR gates to generate.
See Hamming code for an example of an error-correcting code.
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If an even number of bits have errors, the parity bit records the correct number of ones, even though the data is corrupt.
(See also error detection and correction.) Consider the same example as before with an even number of corrupted bits: Ignou Study Helper-Sunil Poonia Page 8 example, suppose two drives in a three-drive RAID 5 array contained the following data: Drive 1: 01101101 Drive 2: 11010100 To calculate parity data for the two drives, an XOR is performed on their data: 0110110100 _____________ 10111001 The resulting parity data, 10111001, is then stored on Drive 3.