Hello readers! Today I'd like to talk about folding paper. Don't get too excited though, we didn't make or study any hexaflexagons ; that would be way too complicated. We used a simple model and contemplated on the predictive power of its patterns. What I'm talking about is the interesting activity we did last class. It involved folding a simple strip of paper and the main point of the activity was to provide an opportunity to use the methods for approaching a problem. We were asked to fold a strip of paper in half as many times as possible, always folding the left end onto the right end. After each fold we would then unfold the strip to record the direction of the resulting crease, which either went up or down. The question was to find a way to predict the direction of the creases, in relation to how many folds were made. At first, the problem seemed very simple, until the actual results of the creases were recorded. Rather than a straightforward repeating pat...
A blog about fun techy things I've learned. Re-purposed a simple CSC148 (formerly CSC165) course log for the 2015 winter semester.