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In order to design 5 bit comparator, how many output(s) is/are needed?
- a)1
- b)2
- c)3
- d)4
Correct answer is option 'C'. Can you explain this answer?
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In order to design 5 bit comparator, how many output(s) is/are needed?...
Comparator
A magnitude digital Comparator is a combinational circuit that compares two digital or binary numbers in order to find out whether one binary number is equal, less than, or greater than the other binary number.
For N ≤ 2k bit comparator circuit, k output lines are required.
A magnitude digital Comparator is a combinational circuit that compares two digital or binary numbers in order to find out whether one binary number is equal, less than, or greater than the other binary number.
For N ≤ 2k bit comparator circuit, k output lines are required.
Calculation
Given, N = 5
5 ≤ 2k
k = 3
Given, N = 5
5 ≤ 2k
k = 3
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In order to design 5 bit comparator, how many output(s) is/are needed?...
Number of Outputs Needed for a 5-bit Comparator
In a 5-bit comparator, the goal is to compare two 5-bit binary numbers and determine their relationship (equal, greater than, or less than). To achieve this, multiple outputs are required to represent the comparison result.
Explanation:
1. Output for Equality:
- One output is needed to indicate whether the two 5-bit numbers are equal or not. This output will be high (1) if the numbers are equal and low (0) if they are not equal.
2. Outputs for Inequality:
- Two additional outputs are required to determine whether one 5-bit number is greater than or less than the other. These outputs will be high (1) based on the relationship between the two numbers.
Therefore, a total of 3 outputs are needed in a 5-bit comparator to provide information about the equality and inequality of the input numbers. Each output serves a specific purpose in conveying the comparison result accurately.
In a 5-bit comparator, the goal is to compare two 5-bit binary numbers and determine their relationship (equal, greater than, or less than). To achieve this, multiple outputs are required to represent the comparison result.
Explanation:
1. Output for Equality:
- One output is needed to indicate whether the two 5-bit numbers are equal or not. This output will be high (1) if the numbers are equal and low (0) if they are not equal.
2. Outputs for Inequality:
- Two additional outputs are required to determine whether one 5-bit number is greater than or less than the other. These outputs will be high (1) based on the relationship between the two numbers.
Therefore, a total of 3 outputs are needed in a 5-bit comparator to provide information about the equality and inequality of the input numbers. Each output serves a specific purpose in conveying the comparison result accurately.
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In order to design 5 bit comparator, how many output(s) is/are needed?a)1b)2c)3d)4Correct answer is option 'C'. Can you explain this answer?
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