| Week | Dates | Agenda |
| 1 | 8/21-8/25 | 1.1-How Do We Measure Change?
1.2-What is a Function? 1.3-Linear Functions |
| 2 | 8/28-9/1 | Fitting Formulas to Data
1.4-Applications to Economics 1.5-Proportionality and Power Functions |
| 3 | 9/4-9/8 | 1.6-Exponential Functions
1.7-Continuous Growth and e; Compound Interest and e |
| 4 | 9/11-9/15 | 1.8-Natural Logarithm
1.9-Exponential Growth and Decay 1.10-Combinations of Functions |
| 5 | 9/18-9/22 | 1.11-Polynomials;
2.1-Instantaneous Rate of Change; Review; Exam 1 on Chapter 1.1-1.11 on 9/22 |
| 6 | 9/25-9/29 | 2.1; 2.2-Derivative at a Point;
2.3-Derivative Function |
| 7 | 10/2-10/6 | Limits, Continuity, Definition of the Derivative;
2.4-Interpretations of the Derivative; 2.5-2nd Derivative |
| 8 | 10/9-10/13 | 2.6-Marginal Cost and Revenue
Derivative Formulas: 4.1-Polynomials; 4.2-Exponential, Ln; 4.3-Chain Rule |
| 9 | 10/16-10/20 | 4.4-Product, Quotient Rules
Establishing Derivative Formulas; Practice on Differentiation Review; Exam 2 on Chapters 2.1-2.6, 4.1-4.4, on 10/20 |
| 10 | 10/23-10/27 | 3.1-Accumulated Change
3.2-Definite Integral 3.3-Definite Integral as Area |
| 11 | 10/30-11/3 | 3.3; 3.4-Interpretations of the Definite Integral
3.5-Fundamental Theorem of Calculus Theorems about Definite Integrals |
| 12 | 11/6-11/10 | 6.1-Average Value
6.4-Population Growth 6.5-Antiderivatives |
| 13 | 11/13-11/17 | 6.6-Using Antiderivatives to Find Definite Integrals
6.7-Analyzing Antiderivatives Using Definite Integrals Review; Exam 3 on Chapters 3.1-3.5, 6.1, 6.4-6.7 on 11/17 |
| 14 | 11/20-11/24 | Thanksgiving Break |
| 15 | 11/27-12/1 | 5.1-Local Maxima and Minima
5.2-Inflection Points 5.3-Optimization: Profit and Revenue |
| 16 | 12/4-12/8 | 5.6-Logistic Growth
5.7-Surge Function and Drug Concentration; Review |