Home Syllabus **Schedule** Links Webwork | | | | # Schedule ### Tentative Schedule: Math 128, August 27 2008 **Date** | Chapter | Description | Suggested problems from textbook | | Aug 27 | | Introduction | | Aug 29 | 7.1 | Functions of 2 (or more) variables and their graphs | 7, 11, 13, 15-20, 23-26 |
| Sept 1 | | Labor Day!! (no class) | | Sept 3 | 7.2 | 1st and 2nd partial derivatives | 7-24, 25, 27-28, 30-32 | Sept 5 | 7.3 | Maxima and minima | 1-8, 11-16, 21-26 |
| Sept 8 | 7.3 | More maxima and minima | 27-34 | Sept 10 | 7.4 | Constrained optimization and Lagrange multipliers | 1-6, 10, 13 | Sept 12 | 7.4 | More on Lagrange multipliers | 14, 15, 17-20 |
| Sept 15 | ~~7.5~~ | ~~Lines of best fit~~ | ~~7-15~~ | Sept 17 | 6.2-6.4 | Review of definite integrals and fundamental theorem of calculus | Chap 6 Supplemental: 5, 12, 14, 17, 24, 26, 28, 37, 41 | Sept 19 | 7.6 | Double integrals | 1-8, 13-14 |
| Sept 22 | | Review | Chap 7 Supplemental: 5-16, 21-28 | **Sept 23** | **Exam I (6:30 pm - 8:30 pm)** | Sept 24 | 9.1 | Integration by substitution | 1-34, 43-52, 53 | Sept 26 | 9.3 | Substitution and definite integrals | 3-20,, 21-22, 24-25 |
| Sept 29 | 9.2 | Integration by parts | 5-20, 25-26 | Oct 1 | 9.4 | Approximations of definite integrals: Numerical integration | 7-10, 21-22, 26 | Oct 3 | 9.6 | Improper integrals | 13-16, 21-44, 48 |
| Oct 6 | 10.1 | Modeling with differential equations, slope fields | 5-10, 15-16, 24, 27 | Oct 8 | 10.2 | Technique: Separation of variables | 1-30 | Oct 10 | 10.4 | Applications of separation of variables | 10.2: 31, 34, 38 10.4: 3, 5-7, 15 |
| Oct 13 | 10.3 | Technique: Linear equations | 1-3, 19-40 | Oct 15 | 10.4, 10.6 | More applications of differential equations | 10.4: 21-24 10.6: 7, 8, 14, 15-17, 22 | Oct 17 | | Fall Break. (no class) | |
| Oct 20 | | Review | Chap 7 Supplemental: 34-37 Chap 9 Supplemental: 1-18, 19-36, 37-42, 43-46, 47-53 Chap 10 Supplemental: 1-11, 25-28 | **Oct 21** | **Exam II (6:30 pm - 8:30 pm)** | Oct 22 | 10.7 | Euler's method (Numerical solutions) | 1-10 | Oct 24 | 11.1 | Taylor polynomials | 1-10, 12, 13, 21-24 |
| Oct 27 | 11.3 | Infinite series, geometric series | 7-14, 35-40, 15-18, 23-24, 25, 27 | Oct 29 | 11.4 | Testing convergence: Integral test | 1-16, 17-18, 29 | Oct 31 | 11.4 | Testing convergence: Comparison test | 21-26, 27-28 |
| Nov 3 | 11.5 | Taylor series | 5-20, 23-24, 25-26 | Nov 5 | 11.5 | More Taylor series | 29-30, 31-34, 35-37, 38-39 | Nov 7 | ~~11.2~~ | ~~The Newton-Raphson algorithm~~ | ~~1-8~~ |
| Nov 10 | | Review | Chap 10 Supplemental: 29-32 Chap 11 Supplemental: 1-2, 6, 13-16, 19-20, 23-28, 29-32, 35 | **Nov 11** | **Exam III (6:30 pm - 8:30 pm)** | Nov 12 | 12.1 | Discrete probability | 1-6, 9-10 | Nov 14 | 12.2 | Continuous probability | 1-18 |
| Nov 17 | 12.2 | More continuous probability | 19-20, 21-26, 37-38 | Nov 19 | 12.3 | Expected value, variance | 1-18 | Nov 21 | 12.4 | Exponential density functions | 1-14 |
| Nov 24 | 12.4 | Normal random variables | 15-18, 23-24 | Nov 26 | | Thanksgiving break (no class) | | Nov 28 | | Thanksgiving break (no class) | |
| Dec 1 | 12.4 | More on normal random variables | 25-32 | Dec 3 | 12.5 | Poisson random variables | 1-9 | Dec 5 | | Review and/or additional topics | |
| Dec 8 | | Review | Chap 11 Supplemental: 11-12 Chap 12 Supplemental: 1-4, 6-14, 17-26, 27, 31-33 |
| **Dec 12** | **Final exam (3:30 pm - 5:30 pm)** | |