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3 bit odd parity generator can be implemented using_____________a.2 XNOR Gates with 2 inputsb.1 XNOR Gate with 3 inputsc.2 input NAND gated.Both (a) and (b

Question

3 bit odd parity generator can be implemented using_____________a.2 XNOR Gates with 2 inputsb.1 XNOR Gate with 3 inputsc.2 input NAND gated.Both (a) and (b

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Solution

A 3-bit odd parity generator can be implemented using both options (a) and (b).

Here's why:

Parity generators are a type of error detection code in digital systems. Odd parity means that the total number of 1-bits in the data plus the parity bit should be odd.

(a) 2 XNOR Gates with 2 inputs: You can use two 2-input XNOR gates to implement a 3-bit odd parity generator. The first XNOR gate takes the first two bits as input and the second XNOR gate takes the output of the first XNOR gate and the third bit as input. The output of the second XNOR gate is the parity bit.

(b) 1 XNOR Gate with 3 inputs: If you have a 3-input XNOR gate, you can directly feed the three bits into this gate. The output will be the parity bit.

So, the correct answer is (d) Both (a) and (b).

This problem has been solved

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