Towers of Hanoi (4 Ring Version)
thingiverse
A Simple Towers of Hanoi Example with Four Rings. Wikipedia Offers a Wealth of Information on the Problem: https://en.wikipedia.org/wiki/Tower_of_Hanoi This Is a Brilliant Illustration of Difference Equations/Recursion Equations in Real-World Applications! The Recursion Relation is Given by y(n+1) = 2y(n) + 1. We Use an Initial Condition of y(1)=1, Which Means if You Have Only One Ring, It Takes One Step to Move the Stack to Another Peg. Then, Our Solution is Provided by y(n) = 2^n-1. This Reveals That Using All Four Rings in this File Requires a Minimum of 15 Steps to Move the Stack from One Tower to the Other!
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