Spring 2020 MATH 1B 001 LEC
Calculus
Schedule:
| Section | Days/Times | Location | Instructor | Class |
|---|---|---|---|---|
| 001 LEC | MoWeFr 08:00AM - 08:59AM | Dwinelle 155 | Alexander Paulin | 20222 |
| Units | Enrollment Status | Session |
|---|---|---|
| 4 | Open | 2020 Spring, January 21 - May 08 |
Discussions:
| Section | Days/Times | Location | Instructor | Class |
|---|---|---|---|---|
| 101 DIS | MoWeFr 01:00PM - 01:59PM | Cory 285 | Sang Kang | 20224 |
| 102 DIS | MoWeFr 02:00PM - 02:59PM | Kroeber 238 | David B Zhao | 20225 |
| 103 DIS | MoWeFr 09:00AM - 09:59AM | Evans 4 | Moraldeep Sachdeo | 20226 |
| 104 DIS | MoWeFr 09:00AM - 09:59AM | Evans 6 | Line Osseiran | 20227 |
| 105 DIS | MoWeFr 10:00AM - 10:59AM | Evans 75 | Kehui Zhao | 20228 |
| 106 DIS | MoWeFr 10:00AM - 10:59AM | Evans 71 | Line Osseiran | 20229 |
| 107 DIS | MoWeFr 11:00AM - 11:59AM | Evans 4 | Ayse Tugba Ozturk | 20230 |
| 108 DIS | MoWeFr 11:00AM - 11:59AM | Evans 6 | Guillaume Laurent Maurice Varvoux | 20231 |
| 109 DIS | MoWeFr 12:00PM - 12:59PM | Evans 6 | Guillaume Laurent Maurice Varvoux | 20232 |
| 110 DIS | MoWeFr 12:00PM - 12:59PM | Evans 71 | Ayse Tugba Ozturk | 20233 |
| 111 DIS | MoWeFr 01:00PM - 01:59PM | Evans 6 | David B Zhao | 20234 |
| 112 DIS | MoWeFr 01:00PM - 01:59PM | Evans 71 | Moraldeep Sachdeo | 20235 |
| 113 DIS | MoWeFr 03:00PM - 03:59PM | Evans 5 | Sang Kang | 20236 |
| 114 DIS | MoWeFr 03:00PM - 03:59PM | Evans 4 | Michael Jonathon Seaman | 20237 |
| 115 DIS | MoWeFr 04:00PM - 04:59PM | Evans 5 | Truyen Ngoc Le | 20238 |
| 116 DIS | MoWeFr 04:00PM - 04:59PM | Evans 4 | Michael Jonathon Seaman | 20239 |
| 117 DIS | MoWeFr 05:00PM - 05:59PM | Evans 5 | Truyen Ngoc Le | 20240 |
| 118 DIS | MoWeFr 05:00PM - 05:59PM | Evans 2 | Amrit Daswaney | 22437 |
| 119 DIS | MoWeFr 02:00PM - 02:59PM | Barrows 151 | Kehui Zhao | 23320 |
| 120 DIS | MoWeFr 06:00PM - 06:59PM | Barrows 50 | Amrit Daswaney | 23347 |
Additional Information:
Prerequisites 1A or N1A
Description Continuation of 1A. Techniques of integration; applications of integration. Infinite sequences and series. First-order ordinary differential equations. Second-order ordinary differential equations; oscillation and damping; series solutions of ordinary differential equations.
Office
Office Hours
Required Text
Recommended Reading
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Homework
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