Limits
The notes move from the formal meaning of approaching a value to the algebraic tools used in calculations.
| Step | Question | Note |
|---|---|---|
| 1 | What does it mean for a function to approach a value? | Limit Definitions |
| 2 | When does a two-sided limit exist? | Two-Sided and One-Sided Limits |
| 3 | Which algebraic operations preserve limits? | Limit Laws |
| 4 | Which standard patterns are worth recognizing? | Common Limit Patterns |
| 5 | How should an indeterminate expression be transformed? | Evaluating Limits |
| 6 | When does nearby behavior agree with the function value? | Continuity |
External references: Paul's Online Notes and the CLP-1 differential calculus text.