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Unit 2: Divide and Conquer Paradigms21CSC204J

Master Theorem and Recurrence Proofs

Curriculum and historical examination lineage for Master Theorem and Recurrence Proofs under Unit 2 (Divide and Conquer Paradigms) of Design and Analysis of Algorithms (21CSC204J) at SRMIST.

Practice Topic QuestionsOpen Course Intelligence
Appearances
1
Cataloged Exam Questions
Exam Papers
1
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
1
Semester Exam
Marks Weightage Distribution

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

1 Marks:1 questions
Sample Past Exam Questions

Representative historical questions extracted directly from SRMIST examination papers.

The master theorem (A) Assumes the subproblems are unequal sizes (B) Can be used if the subproblems are of equal sizes (C) Cannot be used for divide and conquer algorithms (D)...

Year: 2024•Assessment: EndSem
1 Marks
Historical Papers Indexed (1)

Examinations where questions for Master Theorem and Recurrence Proofs have appeared.

Design and Analysis of Algorithms - MAY 2024 Examination Paper
2024EndSem
Other Exam Topics in Unit 2: Divide and Conquer Paradigms
Binary Search and Maximum Subarray Problem4 QsMerge Sort, Quick Sort and Order Statistics3 QsStrassen's Matrix Multiplication2 QsGeometric Algorithms: Closest Pair and Convex Hull4 Qs

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