In this paper I shall discuss a fallacy involving dividing by zero. And then I shall more briefly discuss fallacies involving misdrawn diagrams, and a fallacy involving mathematical induction. I discuss these particular fallacies because each of them seems at first-and seemed to me myself at one time-to be a counterexample to a theory of mine. The One Fallacy Theory says that every real fallacy is a fallacy of equivocation, of playing on some sort of ambiguity. But these particular fallacies do not seem to involve ambiguity, and yet do seem to be real fallacies.
CITATION STYLE
Powers, L. H. (2013). Dividing by zero-And other mathematical fallacies. In The Argument of Mathematics (pp. 173–179). Springer Netherlands. https://doi.org/10.1007/978-94-007-6534-4_10
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