Advanced Programming Paradigms · Algorithms & Programming

Recursive Problem Solving

Mastering the divide and conquer approach to solve complex mathematical and computational problems.

Key Questions

  1. 1When does a recursive solution become less efficient than an iterative one?
  2. 2How do we ensure a recursive function always reaches a base case?
  3. 3How can the Tower of Hanoi problem be decomposed using recursion?

MOE Syllabus Outcomes

MOE: Algorithms and Data Structures - JC2
Level: JC 2
Subject: Computing
Unit: Advanced Programming Paradigms
Period: Algorithms & Programming

Suggested Methodologies

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Using class hierarchies to reduce redundancy and allow for flexible interface implementation.

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