Infinite Discontinuity
Definition
An infinite discontinuity occurs when either one or both one-sided limits of a function approach positive or negative infinity at a certain point.
Related terms
Vertical Asymptote: A vertical line on which points get arbitrarily close to but do not touch as they approach positive or negative infinity.
Unbounded Function: A function that does not have any restrictions on its range and can grow without bound.
Jump Discontinuity: A type of discontinuity where there is an abrupt change in values between two distinct points on the graph.
"Infinite Discontinuity" appears in:
Study guides (1)
AP Calculus AB/BC - 1.13 Removing Discontinuities
Additional resources (1)
AP Calculus AB/BC - Unit 1 Overview: Limits and Continuity
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AP® and SAT® are trademarks registered by the College Board, which is not affiliated with, and does not endorse this website.