Unit 4: Backtracking and Branch and Bound21CSC204J

Graph Coloring and Hamiltonian Cycles

Curriculum and historical examination lineage for Graph Coloring and Hamiltonian Cycles under Unit 4 (Backtracking and Branch and Bound) of Design and Analysis of Algorithms (21CSC204J) at SRMIST.

Appearances
2
Cataloged Exam Questions
Exam Papers
2
Distinct University Exams
Question Families
0
Recurring Conceptual Archetypes
SRMIST Status
Active
Regulation 2021 Syllabus
Assessment Cycle Weightage

Historical appearance distribution across SRMIST Formative Tests (CT1, CT2) and University End Semester examinations.

CT1
0
Cycle Test 1
CT2
0
Cycle Test 2
EndSem
2
Semester Exam
Marks Weightage Distribution

Factual marks weightage of questions asked on this topic in historical examinations.

1 Marks:1 questions
8 Marks:1 questions
Sample Past Exam Questions

Representative historical questions extracted directly from SRMIST examination papers.

Minimum number of unique colors required for vertex coloring of a graph is called? (A) Vertex matching (B) Chromatic index (C) Chromatic number (D) Color number [1]

Year: 2023•Assessment: EndSem
1 Marks

What is Hamiltonian cycle? Explain the algorithm to find the Hamiltonian cycle in a given connected graph. [8]

Year: 2024•Assessment: EndSem
8 Marks
Historical Papers Indexed (2)

Examinations where questions for Graph Coloring and Hamiltonian Cycles have appeared.

Design and Analysis of Algorithms - MAY 2023 Examination Paper
2023EndSem
Design and Analysis of Algorithms - MAY 2024 Examination Paper
2024EndSem
Other Exam Topics in Unit 4: Backtracking and Branch and Bound

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