| Class | Date | Day | Topic | Problems | ||
|---|---|---|---|---|---|---|
| 1 | Aug 25 | Mon | 15.1 | Functions of several variables | 15.1 # | 1,2,9-12,18,19,25-27,29,30,32,51-56 |
| 2 | Aug 27 | Wed | 15.2 | Limits and continuity | 15.2 # | 1,5-12,18-20,23,24,29,32 |
| 3 | Aug 29 | Fri | continue | |||
| 4 | Sep 3 | Wed | 15.3 | Partial derivatives | 15.3 # | 1,6,12-22,29-34,39,40,43,44,57-59,64,66,68,75,78,79 |
| 5 | Sep 5 | Fri | continue | |||
| 6 | Sep 8 | Mon | 15.4 | Tangent plane and differentials | 15.4 # | 1,4,5,15,17,26,27,31-35 |
| 7 | Sep 10 | Wed | 15.5 | Chain Rule | 15.5 # | 3,4,7,9,13,19,34,37,41,45 |
| 8 | Sep 12 | Fri | 15.6 | Directional derivatives | 15.6 # | 1,4,6,8,13,17,20,22,23,28,29,37,42 |
| 9 | Sep 15 | Mon | continue | |||
| 10 | Sep 17 | Wed | 15.7 | Maximum and minimum values | 15.7 # | 3,4,7,11,29,33,48,49 |
| 11 | Sep 19 | Fri | 15.8 | Lagrange Multipliers | 15.8 # | 5,14,23,36,37 |
| 12 | Sep 22 | Mon | continue | |||
| Sep 24 | Wed | Exam I | ||||
| 13 | Sep 26 | Fri | 16.1 | Riemann sums | 16.1 # | 5,11-14 |
| 14 | Sep 29 | Mon | 16.2 | Iterated integrals | 16.2 # | 5,12,15,19,21-23,29 |
| 15 | Oct 1 | Wed | 16.3 | Double integrals | 16.3 # | 3,9,11,17,18,25,28,33-35,39,40 |
| 16 | Oct 3 | Fri | 16.4 | Polar coordinates | 16.4 # | 1-8,10,15,16,31 |
| 17 | Oct 6 | Mon | continue | |||
| 18 | Oct 8 | Wed | 16.5 | Applications | 16.5 # | 6,7,11,12 |
| 19 | Oct 13 | Mon | 16.6 | Surface area | 16.6 # | 3,7,10 |
| 20 | Oct 15 | Wed | 16.7 | Triple integrals | 16.7 # | 5,7,11,15,17,25,27,31,36 |
| 21 | Oct 17 | Fri | continue | |||
| 22 | Oct 20 | Mon | 16.8 | Cylindrical and spherical coordinates | 16.8 # | 1,3,5,6,9,13,14,17,19,33,35 |
| 23 | Oct 22 | Wed | 16.9 | The Jacobian | ||
| 24 | Oct 24 | Fri | continue | |||
| Oct 27 | Mon | Exam II | ||||
| 25 | Oct 29 | Wed | 17.1 | Vector fields | 17.1 # | 1-3,5-8,11-18,21,23,25,26,29-32 |
| 26 | Oct 31 | Fri | 17.2 | Line integrals | 17.2 # | 1,3,4,7,13,14,17-21,31,32 |
| Oct 31 | Fri |
| Last day to withdraw without permission of Dean (see academic calendar) | |||
| 27 | Nov 3 | Mon | continue | |||
| 28 | Nov 5 | Wed | 17.3 | Fundamental theorem for line integrals | 17.3 # | 1-5,11-13,15,16,19,20,23,29-33 |
| 29 | Nov 7 | Fri | continue | |||
| 30 | Nov 10 | Mon | 17.4 | Green's Theorem | 17.4 # | 2,7,11-13,15,16 |
| 31 | Nov 12 | Wed | continue | |||
| 32 | Nov 14 | Fri | 17.5 | Curl and divergence | 17.5 # | 1,3,9-14,17,19,20,30-31 |
| 33 | Nov 17 | Mon | continue | |||
| 34 | Nov 19 | Wed | 17.6 | Parameterized surfaces | 17.6 # | 17,18,21-23,29,31,33,36,39 |
| 35 | Nov 21 | Fri | 17.7 | Surface integrals | 17.7 # | 5,7,8,13,17-19,21,23,35 |
| 36 | Nov 24 | Mon | continue | |||
| 37 | Dec 1 | Mon | 17.8 | Stokes's Theorem | 17.8 # | 3,5-9,13,14 |
| 38 | Dec 3 | Wed | continue | |||
| Dec 5 | Fri | Exam III | ||||
| 39 | Dec 8 | Mon | 17.9 | The Divergence Theorem | 17.9 # | 1,2,4,6,7,9,11,13 |
| 40 | Dec 10 | Wed | continue | |||
| 41 | Dec 12 | Fri | review | |||
| Dec 17 | Wed | Final Exam (8:00 - 10:00 am) | ||||
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