Questions

How many NAND gates minimum are required to design a EX OR gate?

How many NAND gates minimum are required to design a EX OR gate?

Detailed Solution. The number of 2-input NAND gates required to implement a 2-input XOR gate is 4.

How many NAND gates are required to form a 1 AND gate?

The correct option is B 2. Explanation: ĀB ̄∙ ĀB ̄ = ĀB ̄ = AB = A AND B. Hence 2 NAND gives one AND operation.

What is the minimum number of NAND gates required?

Detailed Solution. Therefore simply take A as output and ignore all other inputs and hence the minimum number of NAND gates required is 0.

READ ALSO:   What is Jordan economy based on?

What is the minimum number of NOR gates required realizing and EX OR gate?

Detailed Solution ∴ Zero NOR gates required.

How many NAND gates are there?

The standard, 4000 series, CMOS IC is the 4011, which includes four independent, two-input, NAND gates.

How many and gates are required?

So, three AND gates of two inputs are required.

How many gates are required?

Explanation: There are three product terms. So, three AND gates of two inputs are required. As only two input OR gates are available, so two OR gates are required to get the logical sum of three product terms. 10.

What is the maximum number of NAND gates required to realize an XOR gate?

5 NAND gates are required to realize an XNOR gate. 5 NAND gates are required to realize an XNOR gate.

What is the minimum no of 2 input NAND gates required to perform the function of 2 input OR gate?

READ ALSO:   Does breathable nail polish allow Wudu?

3
NAND and NOR gates are universal gates. By using of these gates we can realize any gate. T the minimum number of two-input NAND gates used to perform the function of 2-input OR gate are 3.

How many NAND gates are required to produce an inverter?

The inverter can be produced with how many NAND gates? Explanation: The inverter can be produced with the help of single NAND gate, because we can send a single input twice through the same NAND gate together, thus producing the inverted version of the input as output. It works as an inverter. 2.