Rice University Math 101 Homework

Calculus I, Spring 2005

Instructor: Barbara Chervenka Paier
Office: Herman Brown 50
Phone: 348-2841
Website:  www.chervenka.com/math101_admin.html
Email:
chervenk@math.rice.edu

LecturesMWF 9:00-9:50 a.m.GRB 211W
Office HoursM 10:00 - 12:00p.m.
W  1:00 - 3:00p.m.
Th  2:00 - 3:30p.m.
By appointment
HB 50

Textbook:Single Variable Calculus 6e, Early Transcendentals, 6th edition, Edwards & Penney

Course Description:

Math 101 introduces the concepts of differentiation and integration and is the main first-semester Calculus course at Rice. The course includes techniques for finding slope, tangent line, maximum and minimum points, area, and volume. Math 101 also reviews trigonometric functions, logarithms, and exponential functions.

Math 101 is intended for students who have had no prior experience with Calculus. Students who have already learned about derivatives and elementary integrals are encouraged to skip to Math 102 (second-semester Calculus). Students who have completed a high school AP or Honors Calculus class should consider going directly to a 200-level Math course (e.g., Math 211, 212, 221, or 222).

Note: Any student with a documented disability, needing academic adjustments or accomodations, is requested to speak with the instructor during the first two weeks of class. All discussions will remain confidential. Students with disabilities will also need to contact Disability Support Services in the Ley Student Center.


Homework

Homework will be assigned during every class, and will be due in class at the beginning of the second class after it has been assigned, unless otherwise noted. Homework solutions should be legible and easy to read, and each problem should be worked in detail with the final answer clearly indicated. Please staple your homework, and write your name on each page along with the homework assignment, instructor name, and date.

The homework is not pledged. You are encouraged to discuss the homework and to work together on the problems. Please use whatever resources aid you in learning the material, including tutorials, office hours, math books, and other students. However, you must write up your own solutions, and you are ultimately responsible for your own understanding of the material. 

Late Policy: To receive credit, homework must be handed in on time. If you have a legitimate conflict you must tell me ahead of time. Otherwise, no late homework will be accepted. Your lowest homework score will be dropped.


Exams

There will be two midterm exams and one comprehensive final exam. All exams are closed-book and closed-notes and are subject to the university honor code. Please note that the dates for the exams have already been scheduled; please make travel plans accordingly.

Midterm Exam 1Friday, February 18, 2005
In class
Midterm Exam 2Wednesday, April 6, 2005
In class
Final ExamWednesday, May 11, 2005
9:00am - 12:00pm
SS 106



Grading

Your grade for the course will be based on:

  • daily homework (25%),
  • two midterm exams (20% each), and a
  • comprehensive final exam (35%).



Syllabus / Homework Assignments


Instructor

Dr. Evan Bullock
Office: Herman Brown 408
Email:

Course Information

Class meets: MWF 11:00-11:50am in Herring Hall 100
Office Hours: M10:00-10:50am in HB 408, W 3:30-5:00pm in HB 408, Th 2:00-3:30pm, in HB 423, or by appointment
TA Office Hours: W1:00-3:00pm and Th 1:00-2:00pm in HB B14
Help Sessions: Tuesdays 7:00-9:00pm in SST 106 (HZ AMP on the Tuesdays before the midterms) and Thursdays 7:00-9:00pm in ABL 131
Teaching Assistants: Robert Vance, Diego Vela, Arunima Ray
Homework: generally due Fridays, see OWL-Space for assignments

Textbook

The textbook for the class is Vector Calculus (5th edition), by Marsden and Tromba, ISBN 9780716749929. This is the same text as was used last year, so it can most likely be purchased used from the campus book store. I would strongly recommend you avoid earlier editions, as homework problems will be assigned by number from the book.

Course Description

This course covers differential and integral calculus in several variables. Topics include partial derivatives, gradient, divergence, curl, Lagrange multipliers, multiple integrals, line integrals, vector fields, Green's theorem, Stokes's theorem, and Gauss's theorem.  Here is a tentative schedule for the course.

The prerequisite for this class is single-variable calculus (Math 101 and 102). This class is independent of Math 211, and Math 211 and 212 may be taken in any order or concurrently. (It is not possible to get credit for both Math 212 and Math 221/222 however.)

Grades

Your grade in the class will be based on the following weights, where a lowest 20% item will be dropped:

Homework
20%
Midterm 1: September 22 at 7:00pm in KCK 100

20%
Midterm 2: October 20 at 7:00pm in KCK 100

20%
Midterm 3: November 17 at 7:00pm in KCK 100

20%
Final Exam: December 8 at 7:00pm in HRG 100 for A-M,  ABL 131 for N-Z

2x 20%

In theory, this means you could get an A+ in this class without doing any of the homework; if that sounds like a good idea to you, please come see me as soon as possible.

Homework

Homeworks will be put up on OWL-Space and are due on Fridays by 4pm. You must turn in your assignment in class, or place it in the Math 212 inbox on the 2nd floor of Herman Brown (next to HB220). Late homework will not be accepted even under most special circumstances. To compensate for this firm policy against late homework, the two lowest homework scores will not count towards your homework average.

Your homework solutions should be legible, and each problem should be worked out in detail with the final answer clearly indicated. If you choose to type up your homework solutions on a computer, I would strongly suggest learning to use LaTeχ.  You may use a calculator or computer algebra program to assist you on the homework, but you must still write up complete solutions showing all the steps.  Remember also that you will not be able to use a calculator on the exams. 

Feel free to check the your answers using the answers to odd-numbered exercises at the end of the book, but you should not look up homework problems in the Student Study Guide with Solutions for Vector Calculus until after you've turned in the homework (nor should you look on the internet for specific homework problems, though you're welcome to read about a mathematical topic on a site like Wikipedia with no relation to Marsden & Tromba).

Please staple your homework and write your name and the assignment number on the front page. You are welcome to work together with other students on your homeworks, but your write-up must be your own and you should list on your homework the names of any other students you worked with.

Exams

There will be three midterm exams and one comprehensive final exam (with an emphasis on material covered after the third midterm).  All exams are closed-book and closed-notes and are subject to the Rice University Honor Code. You will not be allowed to use a calculator on the exams.  The midterm exams are scheduled for 7:00pm on 9/22, 10/20, and 11/17; if you have a conflict at any of these times, please let me know as soon as possible.

Midterm 1  Solutions
Midterm 2  Solutions
Midterm 3  Solutions

The final exam is scheduled for 7:00-10:00pm on December 8, in HRG 100 for last names A-M and ABL 131 for N-Z. It is the policy of the mathematics department that no final may be given early to accommodate student travel plans.

Final exam  Solutions

Sage Notebooks

Sage is a free and open-source computer program for mathematics.  You can download it for your own computer or try it online.  Here are the sage notebooks I used to produce the computer-generated pictures in class:

Level sets and sections
The tangent plane

Disability Support

If you have a documented disability that will impact your work in this class, please contact me to discuss your needs. Additionally, you will need to register with the Disability Support Services Office in the Allen Center.

Return to Evan Bullock's web site.


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