three bit Odd parity Generator

Suppose within the transmitting close now we have a 3-bit information sign and we want to transmit it applying odd parity. Then, the parity little bit created, p, could well be due to odd parity generation. The overall quantity of 1s in the enter bits have to be odd to the odd parity bit. When the whole quantity of 1s in enter bits is odd then p gets the value 0 and if it can be even then p is assigned the worth 1.

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Solving the reality table for many of the cases in which p is 1 making use of Sum-of-products strategy:

p = A ⊕ B Ex-NOR C

4 Bit Odd parity Generator

In position of three input bits within the information sign if we've got four bits then it will become a 4-bit odd parity generator. Now the output odd parity bit could be selected the idea of four enter bits particularly A, B, C, and D.

4-bit odd parity generator reality table

Fixing the reality desk for all the instances the place p is 1 using the Sum-of-products method. We could also use K-maps to unravel for that output.

p = A Ex-NOR B Ex-NOR C Ex-NOR D

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