Task 2: Design a Parity Bit Detector Task Description: A parity bit detector is a circuit used to check the bit parity of a set of signals. It takes as input a set of signals and generates one output signal. For an even-parity detector, the output is 1 if the parity of the input is odd (to indicate an error); and 0 otherwise. In this task, you are to design and implement an even-parity detector. Complete the truth table below. Design a 4-bit even-parity detector (3 data bits and 1 parity bit) 1. Draw the block diagram of the circuit. Inputs ABCP 0000 0001 0010 Output 0 0 1 0 100 101 110 0 11 1000 1001 1010 101 100 1 2. Derive the coresponding Boolean expression and simplify the expression using Boolean algebra. 1 1 1 101 1110 1| 1 1|1

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Task 2: Design a Parity Bit Detector
Task Description: A parity bit detector is a circuit used to check the bit parity of a set of signals. It
takes as input a set of signals and generates one output signal. For an even-parity detector, the
output is 1 if the parity of the input is odd (to indicate an error); and 0 otherwise. In this task, you are
to design and implement an even-parity detector. Complete the truth table below.
Design a 4-bit even-parity detector (3 data bits and 1 parity bit)
1. Draw the block diagram of the circuit.
Inputs
ABCP
0000
0001
010
01 1
0 10
101
Output
1 1
11
0 00
1001
0 10
1
1
2. Derive the coresponding Boolean expression and simplify the
expression using Boolean algebra.
1
011
10
101
1|1
11 1
1
1
Transcribed Image Text:Task 2: Design a Parity Bit Detector Task Description: A parity bit detector is a circuit used to check the bit parity of a set of signals. It takes as input a set of signals and generates one output signal. For an even-parity detector, the output is 1 if the parity of the input is odd (to indicate an error); and 0 otherwise. In this task, you are to design and implement an even-parity detector. Complete the truth table below. Design a 4-bit even-parity detector (3 data bits and 1 parity bit) 1. Draw the block diagram of the circuit. Inputs ABCP 0000 0001 010 01 1 0 10 101 Output 1 1 11 0 00 1001 0 10 1 1 2. Derive the coresponding Boolean expression and simplify the expression using Boolean algebra. 1 011 10 101 1|1 11 1 1 1
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