python program for tower of hanoi using recursion

Title: Tower of Hanoi in Python: A Recursive Approach
Introduction:
The Tower of Hanoi is a classic problem in computer science and mathematics that involves moving a tower of disks from one rod to another, subject to the constraint that only one disk can be moved at a time, and no disk can be placed on top of a smaller disk. In this tutorial, we will explore how to implement the Tower of Hanoi problem in Python using a recursive approach.
Python Code:
Explanation:
The tower_of_hanoi function is a recursive function that takes four parameters:
The base case of the recursion is when there is only one disk to move. In this case, it prints the movement of the disk from the source rod to the target rod.
In the recursive case, the function first moves n-1 disks from the source rod to the auxiliary rod using the target rod as the auxiliary. Then, it prints the movement of the nth disk from the source rod to the target rod. Finally, it recursively moves the n-1 disks from the auxiliary rod to the target rod using the source rod as the auxiliary.
The example usage section demonstrates how to use the tower_of_hanoi function with three disks on rods A, B, and C.
Conclusion:
This tutorial has provided a Python implementation of the Tower of Hanoi problem using a recursive approach. Understanding the recursive nature of the solution is crucial for solving similar problems and grasping the power of recursion in algorithmic problem-solving.
ChatGPT