Limits
By Lawrence Neff Stout, revised by Robin Sue Sanders
Limits Basics
A large part of the beginning of the standard calculus course is spent
understanding exactly what a limit is. This involves both a rather numerical
approximate notion of values tending toward a number and the rigorous study
using the delta-epsilon definition. I've written this notebook to help make
clear what the definition of a limit is, why we need it, how to use it, and how
Mathematica can clarify both the intuitive and the rigorous approach to
mathematics.
B.1) Limits as x goes to infinity and
horizontal asymptotes
B.2) Two sided limits as x goes to
a
B.3) Squeezing limits
B.4) An important example
B.5) One-sided limits
B.6) Continuous functions
Limits Tutorial
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