Solving tower of Hanoi problem | tower of Hanoi problem recursive solution | solution of tower of Hanoi problem in java | program to solve tower of Hanoi problem | Java program to solve tower of Hanoi problem

In this lecture, we are going to solve a very interesting question known as tower of Hanoi problem.

Let's first see what is a tower of Hanoi is problem?

So tower of Hanoi is a game where we get three towers say A,B,C and we have 3 discs arranged in the tower A in such a way the largest disc is at the lowest position and smallest disc is at the top.

Now the problem is that you have to arrange these disc in the same manner in the tower C in such a manner that it satisfy the following conditions:-

1. Only one disc can be moved at a time
2. A larger disc cannot be placed on a small disc

So what's the solution?

Here are a simple steps to do so in 7 steps as follows.

A to C, A to B, C to B, A to C, B to A, B to C, A to C.

Now the challenge is, we have to solve this problem using a java program.

Now during the course of the lecture you will find that you can break this problem into three sub problems and which are actually our recurrence relationship.

So let's start the lecture, understand the logic behind solving this problem and the program in java to solve the tower of Hanoi problem.

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