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Quick insights and painted eggs

Published online by Cambridge University Press:  01 August 2016

John Costello*
Affiliation:
Department of Education, Loughborough University

Extract

This article provides solutions to three problems. The solutions are interesting in themselves; but the problems, which are very different in nature, have a common characteristic. Each can be solved relatively quickly—some would say, elegantly—by a leap of intuition. On the other hand, all three can be tackled in a more exploratory, pedestrian fashion. Some people may want to argue that one approach is “better” than another; but a more useful discussion concerns the appropriateness of a method in particular circumstances, whether it provides insight into the underlying structure and principles involved, and indeed whether this is important.

Type
Research Article
Copyright
Copyright © The Mathematical Association 1991

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References

1. Anderson, I., A first course in combinatorial mathematics, Clarendon Press (1974).Google Scholar