Since Rubik’s Cube does not seem to require any skill with numbers to solve it, you may be inclined to think that this puzzle is not mathematical. The goal is to return the cube to its original solved position,Īgain by consecutively rotating one of the 6 faces.The result might look something like this:.But then we can scramble it up by consecutively rotating one.The cube comes out of the box in the solved position:.Invented in 1974 by Ern¨ o Rubik of Budapest, Hungary.Rubik’s Cube Our introduction to group theory will begin by discussing the famous Rubik’s Cube. Ernst Plymouth State University Department of Mathematics Web page for textbook (including errata) 7.
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