
Step 3: Implement Tower of Hanoi with a recursive function
SOLVE THE FORMULA OF HANOI TOWERS CODE
It will make your code easy and straight forward. The example of Tower of Hanoi will show you the benefit. The above might not be a good example of how recursion helps you. Well, what did we gain from making the function recursive? Let’s first try to do in the iterative way.

It can be a bit difficult to connect the definition of recursions to getting the sum of the integers 1 + 2+ 3 + … + (n – 1) + n. While that is a beautiful and perfect definition – there is still need to exemplify what that means.Ī simple example is to sum up the numbers from 1 to n. Recursion is a method of solving a problem where the solution depends on solutions to smaller instances of the same problem. Step 2: Recall recursion and unleash the power of it Now do yourself a favor and try to think how you would solve that. The third rule says, that we cannot move disk 2 on top of disk 1. Say, in the above we have moved the disk 1 from the first to the second tower (rod).Īfter that move, we can move disk 2 or disk 1. The first two rules combined means that you can only take one top disk and move it.

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