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Unit 6, Part 2Recursion Revisited; Recursive BacktrackingComputer Science S111 Harvard University David G. Sullivan, Ph.D.Review: Recursive ProblemSolving When we use recursion, we reduce a problem
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How to fill out five examples of recursion

01
Choose a problem that can be solved using recursion, such as calculating the factorial of a number.
02
Define the base case that will stop the recursion. For factorial, the base case is when the number is 0 or 1.
03
Write the recursive case that reduces the problem size, such as n! = n * (n-1)!.
04
Implement the function in a programming language of your choice, ensuring the base case is correctly handled.
05
Test the function with different inputs to ensure it works for various cases, such as positive numbers and edge cases.

Who needs five examples of recursion?

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Students learning programming concepts and algorithms.
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Software developers looking to improve their problem-solving skills.
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Teachers and educators preparing coursework for computer science classes.
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Professionals in fields where recursive algorithms are commonly used, such as data science and artificial intelligence.
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Hobbyists and enthusiasts exploring advanced programming techniques.
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1. Calculating factorial of a number 2. Fibonacci series generation 3. Solving the Tower of Hanoi problem 4. Traversing a tree structure 5. Merging and sorting an array using recursion.
There is no requirement to 'file' examples of recursion; recursion is a programming concept used by developers and computer scientists.
To fill out examples of recursion, one must write code implementing recursive functions for the mentioned problems, explaining the base case and the recursive case.
The purpose is to demonstrate how recursion can solve problems that can be broken down into smaller, similar subproblems, providing elegant and concise solutions.
The reported information should include the problem statement, the recursive function definition, base case, recursive case, and the expected output.
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