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Theorem of mean value; indeterminant forms

Rolle's Theorem
The Mean-value Theorem
The Extended Mean Value Theorem
Exercises
Maxima and minima treated analytically
Exercises
Indeterminate forms
- .
Evaluation of a function taking on an indeterminate form
Evaluation of the indeterminate form $\frac {0}{0}$
- Rule for evaluating the indeterminate form $\frac {0}{0}$
- Exercises
Evaluation of the indeterminate form $\frac {\infty }{\infty }$
Evaluation of the indeterminate form $0 \cdot \infty$
Evaluation of the indeterminate form $\infty -\infty$
- Exercises
Evaluation of the indeterminate forms , $1^{\infty }$ , $\infty ^0$
Exercises
Application: Using Taylor's Theorem to Approximate Functions.
Example/Application: Finite Difference Schemes

david joyner 2008-11-22