12 Questions
How many NAND gates are required to implement the boolean function F = (A + B')(A' + C)?
5 NAND gates
What is the minimum number of NOR gates needed to implement the expression F = (A + B')(A' + C)?
5 NOR gates
If F = (A + B)(A' + C') is the boolean function, how many NOR gates are needed for its implementation?
3 NOR gates
Determine the minimum number of NAND gates required for the expression F = (A + B)(A + C).
5 NAND gates
What is the minimum number of NOR gates needed to implement the boolean expression F = (A' + B)(A + B')?
3 NOR gates
If F = (A'B + AB')' is the boolean function, how many NAND gates are needed for its implementation?
4 NAND gates
Which of the following is the minimum number of NAND gates required to implement the expression F = (A'B + AC)'?
4 NAND gates
What is the minimum number of NOR gates needed to implement the boolean function F = (A + B)(A + C)?
2 NOR gates
Determine the minimum number of NAND gates required to implement the boolean expression F = (A' + B)(A + B')?
4 NAND gates
How many NOR gates are needed to implement the expression F = (A + B)(A' + C')?
3 NOR gates
What is the minimum number of NAND gates required to implement the expression F = (A + B + C')(A' + B' + C)?
5 NAND gates
Determine the minimum number of NOR gates required to implement the boolean function F = (A'B + AB')'.
3 NOR gates
Study Notes
NAND Gates
- To implement the expression F = (A'B + AC)', 3 NAND gates are required.
- For the boolean expression F = (A' + B)(A + B'), 3 NAND gates are needed.
- To implement the expression F = (A + B + C')(A' + B' + C), 5 NAND gates are required minimally.
NOR Gates
- To implement the boolean function F = (A + B)(A + C), 3 NOR gates are needed.
- For the expression F = (A + B)(A' + C'), 3 NOR gates are required.
- To implement the boolean function F = (A'B + AB')', 3 NOR gates are needed.
- For the expression F = (A + B')(A' + C), 4 NAND gates are required.
Test your understanding of logic gates by determining the minimum number of NAND and NOR gates required to implement boolean expressions. Questions include identifying the optimal gate configurations for given functions. Time limit: 1 minute, Marks: 1 each, Question Type: MCQ.
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