Mathematics 101 - Section 202
2010-11 - Mathematics 101
Integral Calculus with Applications to Physical Sciences and Engineering
Lecture details
Lecture time and location
- Section 202 is taught by Andrew Rechnitzer
- Monday Wednesday and Friday 10:00am - 11:00am in Buchanan A104
Lecturer: Andrew Rechnitzer
- Mathematics Building Room 215
- Email: andrewr@math.ubc.ca
- Please put "MATH101" in the subject line of your email.
- Phone: 604-822-4516
- Office hours - Mondays 3-4:30pm and Tuesdays 2-3:30pm.
- You can also make an appointment by email.
Exam information
- Information about the final exam can be found here.
Exam packs
- The UBC maths club is selling exam packs again. They are very useful - details here.
Pre-exam office hours
- I will be away from April 7 until April 14.
- I will hold office hours on April 15, 18 and 19 from 1:30pm until 3:30pm.
- Includes course outline, course policies, homework and other information.
- Note that the main website may not go live until early January.
Announcements
- Since the course is over I have removed all the pdf links. Enjoy your summer.
- The second midterm and its solutions are posted below.
- The week-9 quiz and its solutions are posted below.
Assessment and Grading scheme
- Please read these notes on plagiarism and academic integrity.
- The assessment for this course will consist of
- Final exam
- Two midterms
- Weekly quizzes
- Your final grade will be computed by the following formula
- Quizzes = 10%, Midterm = 40%, Exam = 50%
- The questions for the exam, midterms and quizzes will be based on the homework questions
- If a quiz is missed for a documented medical or other reason, it will be ignored.
Note that, original written documentation, for example a doctor's note or letter from a coach, is required; otherwise, a score of 0 will
be given for the missed quiz or midterm.
Permission to write a makeup midterm or reweighting of other course
components may be granted in the following two circumstances:
- (a) prior notice of a valid, documented absence (e.g. out-of-town varsity athletic commitment) on the scheduled date; or
- (b) notification to the instructor within 72 hours of absence due to medical condition.
- Please do not eat leftover sushi before your midterms or exam. It is surprising how many students become ill because of this.
Homework
- Please find suggested weekly homework problems on the common homework website
- The weeks refer to the weeks of classes
- I will do my best to keep to this schedule --- but it is possible that we will be out of slightly sync from time to time.
- Homework will not be collected, however the quizzes will be based on these problems.
Midterm Dates
- There will be two 50 minute Midterms held during class hours.
- First midterm will be in class on Wednesday February 2
- Second midterm will be in class on Wednesday March 16
Quiz Dates
- 10 minute quizzes will be given each Friday, excepting if there is a Midterm or a holiday.
- They will cover (approximately) the work from the previous week
Calculators and formula sheets
- Unless otherwise stated, no calculators and no formula sheets will be allowed for the exam, the midterms and quizzes.
- Instead you should look at these notes on how to take lecture notes here and here.
Missed Quizzes or Midterms
- If a quiz is missed for a documented medical or other reason, it will be ignored, with other quizzes reweighted to compensate for the missed quiz.
- In the case of a missed midterm, permission to write a makeup midterm or reweighting of other course components may be granted in the following two circumstances:
- (a) prior notice of a valid, documented absence (e.g. out-of-town varsity athletic commitment) on the scheduled date; or
- (b) notification to the instructor within 72 hours of absence due to medical condition. Original written documentation, for example a doctor’s note or letter from a coach, is required in all cases;
- otherwise a score of 0 will be assigned for the missed quiz or midterm.
Solutions to quizzes and midterms
- I will post them as the term goes on
History of Calculus
- A short history of the development of calculus can be found here.