Course Calendar and Homework Assignments for Math 213, Spring 08
It is expected that you work all problems listed, including the suggested problems (which will not be collected) as we cover sections of the text. You are still responsible for the problems which are listed but not graded. The set of collected problems is a minimal listing of the problems you need to work in this course, it is best if you try the suggested problems as well.
| Date | Section/Topic | Reading Assignment | Hmw to be collected | Suggested Hmw Problems |
| M, Jan 14 | Course Procedures and 12.1 |
Go over "IntroMaple" and "QuickMaple" files in the Data folder. |
Due Wed, Jan 16 12.1: 2,3,6,8,11,12,20-22,25,27,28,30 |
Rest of the problems in 12.1 |
| W, Jan 16 | 12.2 | Section 12.3 (due R) | Due Mon, Jan 21 12.2: 2,4,6,7,10,11,16-19,21 |
Do the exercise in the Maple file"SurfaceRecognition.mw" |
| F, Jan 18 | 12.3 | Section 12.4 | Due Wed, Jan 23 12.3: 2,6,7,10,11,16,17,18,21,22,24,30,32 |
Rest of the problems in 12.3 |
| M, Jan 21 | 12.3 and 12.4 | Section 12.6 | Due Fri, Jan 25 12.4: 3-5, 9-16,19,20,24,25,27 |
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| W, Jan 23 | 12.6 | None | Due Mon, Jan 28 12.6: 1,4,6-16,19,21 |
rest of the problems in 12.6 |
| F, Jan 25 | 12.6 continued Writing Project 1 distributed |
Sections 13.1 & 13.2 | Writing Project 1 is assigned. Due Mon, Feb 4 |
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| M, Jan 28 | 13.1 & 13.2: Vectors | Section 13.3 | Due Fri, Feb 1 13.1: 2,6,13,14,18,19,23,24,30,31 13.2: 1-7,11,12,15,17,19,22 |
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| W, Jan 30 | 13.3: The dot product | Section 13.4 | Due Mon, Feb 4 13.3:5,6,13,14,16,18,21,24,25,29,32,33,39,41 |
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| F, Feb 1 | 13.4: The cross product | Section 14.1 | Due Wed, Feb 6 13.4: 6-8,12,14,15,18,21,22,31,34 |
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| M, Feb 4 | 14.1: Partial Derivatives | Section 14.2 | Due Fri, Feb 8 14.1: 2,5,6,8,15-19 |
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| W, Feb 6 | 14.2; Partial Der Algebraically | Section 14.3 (through page 699) | Due Mon, Feb 11 (but not collected) 14.2: 2-4,6,8,10,12,22,24,30-34,36,38-41,44 |
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| F, Feb 8 | 14.3 (part) Tangent planes and lin. app | Review for the exam | Due Mon, Feb 11 (not collected) 14.3: 3,4,13-15,18,20 |
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| M, Feb 11 | Review for Exam | Study, study, study! | ||
| W, Feb 13 | Exam 1 | None | ||
| F, Feb 15 | 14.3 finished | Section 17.1 | Due W, Feb 20 14.3: 4,7,10,14,16,18,21 |
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| M, Feb 18 | 17.1 Parametric Plots | Section 14.4 | Parametric Plots Poject due Feb 29 | |
| W, Feb 20 | 14.4: Directional Derivatives | None Check out this page |
Due M, Feb 25 14.4: 2,3,4,11,12,24,26,28,31,34,38,44,45,47,48,50,52,55,57, 64,65 |
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| F, Feb 22 | 14.4 finished: Gradient | Section 14.6 | ||
| M, Feb 25 | 14.6: Chain Rule | Section 14.7 | Due, Fri Feb 29 14.6: 2,3,6,12-17,19,21,22,25 |
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| W, Feb 27 | 14.7: Second Order Partials | Section 14.8 | Due, Mon March 17 ( not collected) 14.7: 5-8,22,24,26,33-37 |
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| F, Feb 29 | 14.8: Differentiability | None | Due Wed, March 19 (not collected) 14.8: 5,8,9,12 |
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| M, March 17 | 15.1: Local Extrema | None | Due Fri, March 21 15.1: 1, 5, 8, 16, 21, 23, 26, 31 |
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| W, March 19 | 15.1, 15.2: Local and Absolute Extrema | Section 15.3 | Due Mon. March 24 15.2: 2,6,7,10,13,18,19,24,25 |
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| F, March 21 | 15.3: Lagrange Multipliers | Section 15.3 (again) | Due Wed, March 26 15.3: 3,8,13,16-19 |
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| M, March 24 | More on Lagrange: Two constraints | None | Project 2 is distributed; Due Wed, Apr 9 Study for the exam. Review package for Exam 2. Bring questions to class on Wednesday. |
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| W, March 26 | Review | None | Study for the exam | |
| F, March 28 | Exam II | Section 16.1 | Work on the project | |
| M, March 31 | 16.1 |
Section 16.2 | Due Fri, Apr 4 16.1: 2-5,13,16,21,27,31 |
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| W, Apr 2 | 16.2 | Section 16.3 | Due Fri, Apr 11 16.2: 4,9,15,16,20,25-28,37,39,44 |
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| F, Apr 4 | 16.3: Triple Integrals | None | Due Fri, Apr 11 16.3: 3,5,6, 12,13,15,16,19,23,27,30,31,43,47 |
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| M, Apr 7 | Problem Solving in Double and Triple Integrals | Section 16.4 |
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| W, Apr 9 | 16.4: Polar Coordinates | Section 16.5 | Due Mon, Apr 14 16.4: 3-6,10,14,15,17,18,20,22 |
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| F, Apr 11 | 16.5 | None | Due Wed, Apr 16 16.5: 1,3,4,8,10,11,14,15-17,23,30,33 |
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| M, Apr 14 | Problem Solving | Review Problems | Study for the exam. Do the problems in the review package | |
| W, Apr 16 | Review | None | Study for the exam. Do the problems in the review package | |
| F, Apr 18 | Exam III | Sections 17.1 and 17.2 | ||
| M, Apr 21 | 17.1 and 17.2 | 17.3 and 17.4 | Due Fri, Apr 25 17.1: 10,15,22,27,33,38-40,53,54 17.2: 4,5,10,12,14,19,21,26,30 |
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| W, Apr 23 | 17.3 and 17.3 | 18.1 | Due Mon, Apr 28 (use Maple to sketch vector fields when appropriate) 17.3: 1-4,9,17,20-22 17.4: 3,4,8,18 |
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| F, Apr 25 | 18.1: Idea of a Line Integral | Section 18.2 | Due Wed, Apr 30 18.1: 1,2,9,10,14-16,20,21,26 |
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| M, Apr 28 | 18.2: Computing Line Integrals | None | Due Fri, May 2 18.2: 6,8,15,17-19. |
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| W, Apr 30 | Finish 18.2, start 18.3 | None | ||
| F, May 2 | Finish 18.3 | Final Exam Thu, May 8, 6:30 pm |
Assigned, but not collected 18.3: 4,5,8,10,13,14,17,21,24,28 |