Digital Electronics - Combinational Logic Circuits - Discussion

Discussion Forum : Combinational Logic Circuits - General Questions (Q.No. 4)
4.

For the device shown here, let all D inputs be LOW, both S inputs be HIGH, and the input be LOW. What is the status of the Y output?

LOW
HIGH
Don't Care
Cannot be determined
Answer: Option
Explanation:
No answer description is available. Let's discuss.
Discussion:
19 comments Page 1 of 2.

Shardul kandari said:   1 decade ago
here EN denotes that it is enable & if we keep the enable low then how high the other outputs are the circuit remains low

Sneha jose said:   1 decade ago
EN is low means ic is enabled. When s0, s1 are high, it selects d3 to output. Since d3 is low, output is low.

Maulik said:   1 decade ago
s1=1&s2=1
&d3 is selected

EN=0
d3=0

So, y=0

Ravi kumar sinha said:   1 decade ago
Since s1 and s2 are 1 so 11 is the state which means d3 will be selected and since d3 is low so output will be low.

Kokila said:   1 decade ago
S1 and S2 are high. Then input of D3 will be the output. Hence answer is low since D3 is low.

Akhilesh maurya said:   1 decade ago
Here, S1 and S2 are enabled i.e. both are at HIGH(1 1) state then D3 must be enable & D3 will be as output but all D are LOW so output is LOW(D3)

Shama said:   1 decade ago
Since both S1 and S2 are high and EN is low given but due to bubble in front of it it behaves as high. So in such a case value of d3 is considered for the output.

As value of d3 is low so value of output Y is also low.

Nagaraj Hegde said:   1 decade ago
If enable is low we are taking that only that's why and the if S1=S2=1, d3 will be selected then d3=0 when the enable is low. So the output will be low only.

Sangee said:   1 decade ago
This is a multiplexer operation.

The multiplexer operation needs many number of input and one output. That is it needs 2^n input and it produce one output.

Nitesh kumar said:   1 decade ago
d0 = d1 = d2 = d3 = 0;

s0 = s1 = 1.

For producing output en =0;

When s1 = s2 = 1.

Then d3 is selected.

Hence, y = d3s1s2 = 0;
(1)


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