What is the minimum number of 2-input NOR gates required to implement?
Table of Contents
- 1 What is the minimum number of 2-input NOR gates required to implement?
- 2 What is the minimum number of 2-input NOR gates are required to implement the Boolean function A C B C?
- 3 What is the minimum number of NOR gates required to implement an XNOR gate?
- 4 What is the minimum number of NAND gates required to implement a ab ab c?
- 5 What is the smallest number of NOR gates required to implement an AND CHIP?
- 6 What is the minimum number of NAND gates to implement gate 2004?
What is the minimum number of 2-input NOR gates required to implement?
3
Therefore, the minimum number of 2-input NOR gates needed to implement the function is 3.
What is the minimum number of 2-input NOR gates are required to implement the Boolean function A C B C?
What is the minimum number of gates required to implement the Boolean function (AB+C)if we have to use only 2-input NOR gates? So, ‘3’ 2-input NOR gates are required.
What is the minimum number of 2-input NOR gates used to perform the function of 2-input AND gate?
T the minimum number of two-input NAND gates used to perform the function of 2-input OR gate are 3.
How many minimum number of NOR gates alone are required to construct y a/b ‘?
So we will need total five NOR gates to realize the given boolean function.
What is the minimum number of NOR gates required to implement an XNOR gate?
four NOR gates
An XNOR gate is made by connecting four NOR gates as shown below. This construction entails a propagation delay three times that of a single NOR gate.
What is the minimum number of NAND gates required to implement a ab ab c?
0
Detailed Solution. Therefore simply take A as output and ignore all other inputs and hence the minimum number of NAND gates required is 0.
What is a minimum set of gates that can be used to implement all logic functions?
NAND gate is actually a combination of two logic gates i.e. AND gate followed by NOT gate. So its output is complement of the output of an AND gate. This gate can have minimum two inputs, output is always one. By using only NAND gates, we can realize all logic functions: AND, OR, NOT, X-OR, X-NOR, NOR.
What are the minimum number of NOR gates needed in order to implement a NOT gate?
The first NOR gate returns LOW if either input is HIGH or both inputs are HIGH. Then the second NOR gate is configured as a NOT gate to invert the output of the first NOR gate. AND: You need three NOR gates to create an AND gate. The first two are configured as NOT gates, so they invert the inputs.
What is the smallest number of NOR gates required to implement an AND CHIP?
The de-multiplexer (DMux) chip can be built in either 5 NAND gates or 4 NOR gates.
What is the minimum number of NAND gates to implement gate 2004?
What is the minimum number of NAND gates required to implement a 2-input EXCLUSIVE-OR function without using any other logic gate?…1 comment.
| by using NAND | by using NOR | |
|---|---|---|
| NAND | – | 4 |
| NOR | 4 | – |
| EX-OR | 4 | 5 |
| EX-NOR | 5 | 4 |
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