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Math 1a Introduction to Calculus Fall 2006 Introductory Meeting Bret Benesh.

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Presentation on theme: "Math 1a Introduction to Calculus Fall 2006 Introductory Meeting Bret Benesh."— Presentation transcript:

1 Math 1a Introduction to Calculus Fall 2006 Introductory Meeting Bret Benesh

2 Why attend Harvard? i.e. What should you expect from you tuition money?

3 High School Consumer of Knowledge Teacher shows you how to do it.

4 At Harvard Producer of Knowledge Teacher guides you, but you do a lot of work on your own.

5 General Relativity

6 Polio Vaccine

7 Real Estate

8 Quote “ Merely accumulating information is of little value to students. Facts are soon forgotten, and the sheer volume of information has grown to the point that it is impossible to cover all the important material or even to agree on what is most essential. Concepts and theories have little value unless one can apply them to new situations. ” -Derek Bok, President of Harvard University

9 About Math 1a The development of calculus by Newton and Leibniz ranks among the greatest achievements of the past millennium.

10 About Math 1a This course will help you see the greatness of calculus by introducing: 1. How differential calculus treats rates of change. 2. How integral calculus treats accumulation. 3. How the Fundamental Theorem of Calculus links the two.

11 Course Goals To build a mathematical foundation for future study. To be better able to solve new problems. To build a founded confidence in your problem solving abilities. To appreciate the utility and logic of mathematics. To improve communication skills To become more skillful in evaluating the validity of an argument.

12 Prerequisites A solid knowledge of precalculus and a satisfactory score on the Math Placement Exam.

13 The text James Stewart. Essential Calculus: Early Transcendentals, first edition. Thomson Brooks/Cole, Belmont CA, 2007. ISBN-10: 0495014281.

14 Calculators Any graphing calculator will be helpful. If you would like to buy one, we recommend a TI-84, TI- 86, or a TI-89. Calculators will be allowed on homework but not on exams.

15 Course Topics Differentiation: rates of change, linear approximations to functions, optimization Integration: The definite integral, Riemann sums, the Fundamental Theorem of Calculus

16 Final Exam Problem

17 Grading Homework: 20% Precalculus Exam: 5% Midterm I: 20% Midterm II: 20% Final Exam: 35%

18 Exam Dates Precalculus Exams: October 2nd - 13th Midterm I: October 24th Midterm II: December 12th Final Exam: January 22nd?

19 Homework Everyone does the same homework. Homework is due at the beginning of class. We drop your three lowest homework scores. You will hand in homework reports on some of the problems.

20 Problem Solving Explicit Instruction on how to go about solving new problems. Heuristics Time Management Beliefs

21 Sections and Problems Sessions Each 1a section has an undergraduate course assistant. CAs hold 90 minute problem sessions each week. You can go to any problem session.

22 Getting Help with Math 1a Other 1a students. Your CA’s problem session Your TF’s Office Hours The Math Question Center (MQC) in SC B-10 (8:30 pm - 10:30 pm Sunday through Thursday)

23 Advising Math advising hours can be found at: sectioning/index.html sectioning/index.html

24 Math 1a or Xa? Most students in Math 1a will have taken calculus already. Math 1a will assume a good knowledge of precalculus. Math Xa will take time to teach precalculus. The courses are about the same amount of work.

25 Sectioning Math 1a is taught in small sections. You must section by 1:00 pm on Wednesday, September 20th. Sectioning directions are on: ng/index.html

26 Precalculus Warm-Up There will be a warm up session on precalculus today from 2:00 pm - 3:30 pm in SC Hall A.

27 Your Homework The Bottle Calibration Problem. Due Page 1 for before the first day of class.

28 Important Emails Bret Benesh (Course Head) Janet Chen (Assistant Course Head)

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