1
GATE CSE 1991
Subjective
+5
-0
Find the minimum sum of products form of the logic function
$$f\left( {A,B,C,D} \right) = \sum d \left( {3,11,12,14} \right)$$
Where $$m$$ and $$d$$ denote the minterms and don't cares respectively.
$$f\left( {A,B,C,D} \right) = \sum d \left( {3,11,12,14} \right)$$
Where $$m$$ and $$d$$ denote the minterms and don't cares respectively.
2
GATE CSE 1991
Numerical
+2
-0
Find the maximum clock frequency at which the counter in Fig., can be operated. Assume that the propagation delay through each flip-flop and $$AND$$ gate is $$10$$ $$ns.$$ Also assume that the setup time for the $$JK$$ inputs of the flip-flops is negligible.
![GATE CSE 1991 Digital Logic - Sequential Circuits Question 24 English](https://gateclass.static.cdn.examgoal.net/0hDYwEwbd8ZmRI0or/RGmSBX3SwSEDI9Z6pEbZxTtc0xH5h/0VWOCt6qyUmbqAIl2wDW1O/uploadfile.jpg)
Your input ____
3
GATE CSE 1991
Fill in the Blanks
+2
-0
The maximum number of possible edges in an undirected graph with a vertices and $$k$$ components is _________ .
4
GATE CSE 1991
Subjective
+2
-0
Match the pairs in the following question by writing the corresponding letters only.
![GATE CSE 1991 Operating Systems - Memory Management Question 64 English](https://gateclass.cdn.examgoal.net/Z3LlFyBUWPopSD5Z7/BAD8dOM0b0Vlo42a7TkVUccVC38BQ/fXDoXsNTOqmGhsrrMxEpq8/uploadfile.jpg)
Paper analysis
Total Questions
Algorithms
4
Data Structures
2
Digital Logic
2
Discrete Mathematics
1
Operating Systems
8
Programming Languages
2
Theory of Computation
2
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