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Associate professor NJ Wildberger of the school of Mathematics at the University of new South Wales, Australia, explained throughout a lecture series that a twist is commonly added to driving belts in machines, “purposefully to wear the belt out uniformly on each sides.” The Möbius strip also could also be seen in structure, for instance, the Wuchazi Bridge in China. There’s probably no higher example of this than the Möbius strip. Ph.D. research. “Various quantum mechanics concepts weren’t such unusual concepts for me to just accept and understand as a result of the Möbius strip introduced me to such possibilities.” For many, the Möbius strip serves as the first introduction to advanced geometry and mathematics. What’s a Möbius strip and the way can an object with such advanced math be made by simply twisting a chunk of paper? Edward English Jr., center school math trainer and former optical engineer, says that as when he first learned concerning the Möbius strip in grade college, his teacher had him create one with paper, cutting the Möbius strip alongside its size which created a longer strip with two full twists. Möbius strips could be any band that has an odd number of half-twists, which ultimately cause the strip to only have one side, and consequently, one edge.

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