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The truth table for two input logic gate is as given below
Then the logic gate is
Then the logic gate is
- a)NAND gate
- b)AND gate
- c)OR gate
- d)NOR gate
Correct answer is option 'A'. Can you explain this answer?
Most Upvoted Answer
The truth table for two input logic gate is as given belowThen the log...
CONCEPT:
Logic Gates:
Logic Gates:
- The logic gates are used in electronic circuits that give a certain output for a given set of Inputs.
- and which is based on a certain logic.
- Input and output are in binary form that is 1 and 0.
- It is based on certain Logic.
- Some basic logic gates are AND gate, OR gate, NOT gate.
- To build digital logic we develop a combination of these gates.
AND Gate:
- If both the inputs are high, it produces a high output.
- The Boolean algebra for AND gate is X = A. B
- It means that if any of the input of A and B is zero, the output will be zero.
- If both are one, the output will be one.
NOT gate:
- It inverts the input. Whatever the input is given, it changes its value at the output.
- The Boolean algebra for NOT gate is X = X̅
NAND Gate:
- The NAND Gate is formed by the combination of AND gate and NOT gate.
- The output obtained from AND Gate is simply reversed.
- The output of the NAND Gate is similar to the output in the question.
So, the correct option is NAND Gate.
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Community Answer
The truth table for two input logic gate is as given belowThen the log...
CONCEPT:
Logic Gates:
Logic Gates:
- The logic gates are used in electronic circuits that give a certain output for a given set of Inputs.
- and which is based on a certain logic.
- Input and output are in binary form that is 1 and 0.
- It is based on certain Logic.
- Some basic logic gates are AND gate, OR gate, NOT gate.
- To build digital logic we develop a combination of these gates.
AND Gate:
- If both the inputs are high, it produces a high output.
- The Boolean algebra for AND gate is X = A. B
- It means that if any of the input of A and B is zero, the output will be zero.
- If both are one, the output will be one.
NOT gate:
- It inverts the input. Whatever the input is given, it changes its value at the output.
- The Boolean algebra for NOT gate is X = X̅
NAND Gate:
- The NAND Gate is formed by the combination of AND gate and NOT gate.
- The output obtained from AND Gate is simply reversed.
- The output of the NAND Gate is similar to the output in the question.
So, the correct option is NAND Gate.
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