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• W2155287170 abstract "is one of the most celebrated infinite series of mathematics. As a counterexample, few series more clearly illustrate that the convergence of terms to zero is not sufficient to guarantee the convergence of a series. As a known series, only a handful are used as often in comparisons. From a pedagogical point of view, the harmonic series provides the instructor with a wealth of opportunities. The leaning tower of lire (Johnson 1955) (a.k.a the book stacking problem) is an interesting hands-on activity that is sure to surprise students. Applications such as Gabriel’s wedding cake (Fleron 1999) and Euler’s proof of the divergence of ∑" @default.
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• W2155287170 date "2006-01-01" @default.
• W2155287170 modified "2023-09-23" @default.
• W2155287170 title "The Harmonic Series Diverges Again and Again" @default.
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