Course:MATH103/Archive/2010-2011/207/Lectures/Lecture01
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Lecture 1
Lecture 1 – General Course Outline and Group Work **(BY: Group 8)**
Math 103 – Section 207; Winter Term 2, 2010/2011
Instructor: Cameron Christou
Lectures: Tuesday and Thursday 3:30pm – 5:00pm
Lecture room: Buchanan A104
Office Hours:
- Monday : 11:30am – 1:00pm
- Tuesday: 1:00pm – 2:30pm
- Office Hours at: Audx 149 (A)
Grading Policy
- 50% Final Exam
- 25% Midterm Exams (12.5% each. February 7 & March 16 tentatively)
- 10% Group Work
- 5% Assignments
- 5% Weekly Quizzes
- 5% Labs
Note:
- Passing mark for the course is 50% and a minimum of 41% is required on the final exam for a passing grade.
Midterms:
- No Calculator (including final)
- MD1: Feb. 7th
- MD2: Mar. 16th
- Time, Location TBA
Lectures
- There are reading assignments for every lecture (Check Reading Schedule on the course outline handout or calendar on Prof. web page)
- There will be a discussion for every lecture based on the online course notes
- A printed copy of the course notes can be obtained at CopySmart
Group Work
- You can find your assigned group on the online wiki page: http://wiki.ubc.ca/Course:Math103
- Throughout the term you will be assigned group work/project and due date will be announced during class and online
- Your group will be in charge of two lecture summaries throughout the semester which will be due a week after assigned lecture. Check course calendar (check NOTES).
- There may be short in-class group-work and therefore it is important to inform your group mate if you “planning” to miss class.
- At the end of the term each of your group mates will evaluate your participation in the group work that goes into your final grade.
Assignments
- There are six assignments throughout the course and it is due biweekly on Tuesdays by 5pm. It is worth 1% each and the lowest is tossed for a total of 5%. You may check due dates on the course calendar.
- Discussion among peers is encouraged (but do NOT plagiarize)
Labs
- There are six labs throughout the course starting from Jan 10th (username and password will be given in the lab). It is worth 1% each and the lowest mark is tossed for a total of 5%.
- Attendance at labs is not mandatory, it is only meant to provide you with a time to get help or have access to a computer/printer * More information here: http://www.ugrad.math.ubc.ca/coursedoc/math103/labs2011/
Quizzes
- There is a quiz every Tuesday starting Jan 11th. Each quiz is worth 0.5% and the two lowest is tossed for a total of 5%.
- There are 2 questions on each quiz. One is based on course notes and the other is the questions from the Lecture notes on the Wiki websites.
Extra Help
- Go to office hours or email Professor Christou
- Discuss questions with your group * Go to the Math Resource Centre http://www.math.ubc.ca/Ugrad/ugradTutorials.shtml
- Catch Professor Christou on MathTalk which is found at: http://www.math.ubc.ca/~cnchrist/Teaching/Teaching-Online.html
On the above link you may also leave anonymous feedback for Prof. Christou, which will help to improve class efficiency
Notes: check the calendar regularly. http://www.math.ubc.ca/~cnchrist/Teaching/Teaching-103_11Calendar.html
Compass and Ruler Game
This is like a mathematic finger-painting which allows us to get our minds into thinking about math and different co-relations between them.
3 Rules: 1) Can draw a dine between two defined points. 2) Cannot extend the line beyond the two points. 3) Can define and put a point on regions where lines intersect.
To Begin: First draw in two points apart from one another. Connect the two points with a straight line and assume/label as ‘1’ .(Allowed because there are no other lines for comparison)
Objective: Using different methods and math skills, Create the line of ‘2’ from the original line ‘1’ follow the 3 rules of the game. Team with 4 or more unique solutions to the problem can be awarded 1% bonus in final grade.
Readings For This Lecture
The Math 102 Course notes. Students are expected to familiar with the entire contents of these notes. The notes can be found here.
Review Topics
- Limits
- Simple Functions
- The Derivative
- The Chain Rule
- The Product Rule
- Implicit Differentiation
- Exponentials and Logarithms
- Trigonometric Functions
- Inverse Functions
- Related Rates
- Techniques of Optimization
- Differential Equations
- Approximation Methods
marks
4