Compute output of following logic gates as combinational circuit.
A+B
To determine the output of the given logic gate circuit, we need to analyze the components step-by-step.
The final output of the combinational circuit is therefore \(A + B\).
Conclusion: The correct answer is A + B.
Match the following :
| List – I | List – II |
| a. 7400 | i. Quad-2 input AND gate |
| b. 7402 | ii. Quad-2 input OR gate |
| c. 7408 | iii. Quad-2 input NAND gate |
| d. 7403 | iv. Quad-2 input NOR gate |
Codes :
If the output of a logic gate is zero when all its inputs are at logic 1. The gate is either
Match the following lists in terms of qualifying symbols for inputs and outputs :
| List - I | List - II |
a. ![]() | i. Non-logic connection |
b. ![]() | ii. Input for digital signals |
c. ![]() | iii. Logic negation at the input |
d. ![]() | iv. Active low input |
Correct codes are :
Which logical gate is included in a binary adder circuit to enable binary addition and subtraction?
A Circuit that operates in such a way that its output is high only when all its inputs are high
______ is also known as Inverter.
The minimum number of NAND gates required to reduce the expression ((A + B)C) D is:
In which of the following gates, the output is high if and only if all inputs are high?