This is an attempt. Things may change as we go.
Calculus – Volume 1
by OpenStax
| Week | Sections |
|---|---|
Sep 12 – Sep 16 | 0 – History of Calculus 1.1 – Review of Functions (optional) 1.2 – Basic Classes of Functions (optional) 2.1 – A Preview of Calculus 2.2– The Limit of a Function |
Sep 19 – Sep 23 | 2.3 – Limit Laws 2.4 – Continuity 2.5 – The Precise Definition of a Limit* |
Sep 26 – Sep 30 | 3.1 – Defining the Derivative 3.2 – The Derivative as a Function 3.3 – Differentiation Rules |
Oct 3 – Oct 7 | 3.4 – Derivatives as Rates of Change 3.5 – Derivatives of Trigonometric Functions MIDTERM 1 (Oct 7) |
Oct 10 – Oct 14 | 3.6 – The Chain Rule 3.8 – Implicit Differentiation 3.9 – Derivatives of Exponential and Logarithmic Functions |
Oct 17 – Oct 21 | 4.1 – Related Rates 4.2 – Linear Approximations and Differentials |
Oct 24 – Oct 28 | 4.3 – Maxima and Minima 4.4 – The Mean Value Theorem |
Oct 31 – Nov 4 | 4.5 – Derivatives and the Shape of a Graph 4.6 – Limits at Infinity and Asymptotes 4.8 – l’Hopital’s Rule (0/0, infty/infty only) MIDTERM 2 (Nov 4) |
Nov 7 – Nov 11 | 4.7 – Applied Optimization Problems 4.9 – Newton’s Method |
Nov 14 – Nov 18 | Curve Sketching More on Optimization Problems Review |
Nov 20 | FINAL EXAM |
Rodrigo Ribeiro, Ph.D 