Section 206

Spring Term 2016

Lior Silberman
- Office: MATX 1112, 604-827-3031
- Email: "lior" (at) Math.UBC.CA (please include the course number in the subject line, if applicable)
- Office hours: by appointment

- Office hours cancelled 23/2/2016

This is the page for information specific to section 206. See the course-wide website for details on assessment, homework, textbooks, quizzes, course policies, learning objectives, and the like.

- Classes: MWF 14:00-15:00, MATH 100
- See the Lecture-by-lecture schedule for pre-class reading information, worksheets and more.
- There are two kinds of homework:
- On-line homework
- Off-line homework is not for submission, but doing as many problems as possible is essential for success in the course (if you are using Stewart's book, use these problems instead.

- Quizzes are held on alternative Fridays (marked in red on the table below).
- Each quiz after the first covers two weeks of material (quiz 2 covers weeks 2-3, quiz 3 covers weeks 4-5 and so on). See the coordination table to see what the relevant material is.
- To prepare for quizzes you should do the online and offline homework. To prepare for the required speed you should go back and solve past quizzes while timing yourself.
- Marked quizzes will be available for pickup at the Math Learning Centre on the Thursday morning following the quiz.
- Regrade requests are due by the next quiz day; they must be based either on an addition error by the marker or on the relevant marking scheme, in which case you must attach a filled form to your quiz when giving it to me.

- The Math Learning Centre is open Monday through Friday.
- Here are some Common Errors in Undergraduate Mathematics. Avoiding these common pitfalls will improve your grade measurably.

- The final exam will be held on Monday, April 18th between 15:30-18:00.
- See the main course page on instructions, including regarding the location and the assigned seat scheme we are using.
- You should practice doing past final exams (exams from Math 103,105 are also useful), as well
as using the practice final.
- The topics covered in our course are not identical year-to-year, so past exams include problems on topics we haven't covered, and may not include problems on topics we have covered.
- After some revising, it is essential to do at least one such exam
(including the practice final)
*under exam conditions*: reserve 2.5 hours and work on the exam in a quiet room without using prohibited resources (notes/textbooks/calculators/friends/internet). - We don't post official solutions to exams. That said, some solutions (and hints!) are available on the Math Exam Resources Wiki. Also, the Undergraduate Math Club sells solutions to some past exams.

- I will hold special office hours next week: Tuesday, 10:00-11:00, Wednesday 11:00-12:30, Thursday 11:00-12:30.

Ahead of each class you **must** read the relevant section from a
textbook of your choice. The "reference" section numbers are from the
course notes; for
section numbers in other textbooks see the coordination table.

*Warning 1: the "weeks" below are course weeks, not calendar weeks.*

*Warning 2: the following information is tentative and subject to change at any time*

Week | Date | Material | Reading | In-class | Notes | Quiz |
---|---|---|---|---|---|---|

1 | M 4/1 | Introduction | Slides, Scan | |||

W 6/1 | Area & Distance | §1.1 | WS 2, Scan | |||

F 8/1 | The Definite Integral | §§1.1-1.2 | WS 3, Soln, Scan | Integrals by definition | ||

2 | M 11/1 | The FTC | §1.3 | WS 4, Soln, Scan | ||

W 13/1 | Indefinite Integrals | §1.3 | WS 5, Soln, Scan | Antiderivatives by massaging | ||

3 | F 15/1 | Substitution | §1.4 | WS 6, Soln, Scan | Quiz 1 | |

M 18/1 | (continued) Area |
§1.5 | WS 7, Soln, Scan | |||

4 | W 20/1 | Volumes | §1.6 | WS 8, Soln, Scan | ||

F 22/1 | Work | §2.1 | WS 9, Soln, Scan | |||

M 25/1 | (continued) Average value |
(same) §2.2 |
WS 10, Soln, Scan | Average Value: WS, Soln. | ||

5 | W 27/1 | Integration by Parts |
§1.7 | WS 11, Soln, Scan | ||

F 29/1 | (WS 11 ctd) Scan | Quiz 2 | ||||

M 1/2 | Trig integrals | §1.8 | WS 13, Soln, Scan | |||

6 | W 3/2 | Trig Substitution | §1.9 | WS 14, Soln, Scan | ||

F 5/2 | Partial Fractions | §1.10 | WS 15, Soln, Scan | Example: the secant | ||

W 10/2 | WS 16, Soln, Scan | Worked examples | ||||

7 | F 12/2 | Approximation | §1.11 | WS 17, Soln, | Quiz 3 | |

Winter break | 15/2 – 19/2 | |||||

M 22/2 | (continued) | (same) | Scan | |||

W 24/2 | Improper Integrals | §1.12 | WS 19, Soln, Scan | |||

F 26/2 | Centre of Mass | §2.3 | WS 20, Soln, Scan | |||

8 | M 29/2 | Separable DE | §2.4 | WS 21, Scan | ||

W 2/3 | Sequences | §3.1 | WS 22, Soln, Scan | |||

9 | F 4/3 | Geometric series | §3.2 | Quiz 4 | ||

M 7/3 | Series | §3.3.1 | WS 24, Soln, Scan | |||

W 9/3 | Integral Test | §3.3.2 | WS 25, Soln, Scan | |||

10 | F 11/3 | Comparison Test | §3.3.3 | WS 26, Soln, Scan | ||

M 14/3 | Alternating Series | §3.3.4 | WS 27, Soln, Scan | Rearranging a series | ||

11 | W 16/3 | Absolute convergence | §3.4 | WS 28, Soln, Scan | ||

F 18/3 | Ratio Test | §3.3.5 | WS 29, Soln, Scan | Quiz 5 | ||

M 21/3 | Power Series | §3.5.1 | WS 30, Soln, Scan | |||

12 | W 23/3 | Manipulating Power Series |
§3.5.2 | WS 31, Soln, Scan | Standard Expansions | |

W 30/3 | WS 32, Soln, Scan | |||||

F 1/4 | Taylor series | §3.6 | WS 33, Soln, Scan | Quiz 6 | ||

M 4/4 | WS 34, Soln, Scan | |||||

13 | W 6/4 | Review | Scan | |||

F 8/4 | Scan | |||||

TBA | Final Exam | More information |

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these pages are generally my own creations (to which I own the copyright),
and are made available for traditional academic reuse. If you wish
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please ask me for permission.
The material is **expressly excluded** from the terms of
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