| Topic | Chapter & Sections | Time | |
|---|---|---|---|
Varberg, Purcell, Rigdon Calculus, 9th edition | Limits | Chapter 1 | 7 days |
| §1.1, §1.2 Rigorous limits (optional), §§1.3-7 | |||
| The Derivative | Chapter 2 | 12 days | |
| §§2.1-8, §2.9 Differentials and approximations (optional), §§2.10 | |||
| Applications of the Derivative | Chapter 3 | 11 days | |
| §§3.1-5 §3.6 Mean Value Theorem (optional) §3.7 Solving equations (optional) §3.8-9 | |||
| The Definite Integral | Chapter 4 | 11 days | |
| §§4.1-5, §4.6 Numerical Quadrature (optional), §4.7 | |||
| Transcendental Functions | Chapter 6 | 10 days | |
| §§6.1-5, §6.6 First-order linear differential equations (optional), §6.7 Approximations for differential equations (optional), §6.8, §6.9 Hyperbolic functions (optional) | |||