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What is an Asymptote?

Published online by Cambridge University Press:  03 November 2016

P. J. Giblin
P. J. Giblin*
Affiliation:
Department of Pure Mathematics, Liverpool University
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Extract

Consider the hyperbola y = 1/x. (It will be convenient to restrict attention to that part for which x > 1.) Everyone will agree that the x-axis is an “asymptote” to this curve; however, different people are likely to advance different reasons for this fact.

Type
Research Article
Information
The Mathematical Gazette , Volume 56 , Issue 398 , December 1972 , pp. 274 - 284
Copyright
Copyright © Mathematical Association 1972

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References

1. Birkhoff, G. and MacLane, S.: A Survey of Modern Algebra. Macmillan (3rd edition, 1965).Google Scholar
2. Coxeter, H. S. M.: An Introduction to Geometry. Wiley (2nd edition, 1969).Google Scholar
3. Rudin, W.: Principles of Mathematical Analysis. McGraw-Hill (1953).Google Scholar
4. Scott, D. B. and Tims, S. R.: Mathematical Analysis. Cambridge (1966).Google Scholar
5. Hardy, G. H.: A Course of Pure Mathematics. Cambridge (10th edition, 1952).Google Scholar