Instructor: Fred Goodman

Contact Information:

## Office:

325G Maclean Hall

## Email:

goodman at math dot uiowa dot edu

## Phone:

Voice: 319-335-0791

## Paper Mail:

Fred Goodman Department of Mathematics MLH The University of Iowa Iowa City, IA 52242-1419 USA## Office Hours:

MWF 1:30 and by appointment

## Class Hours:

Lecture CCC: MW F at 10:30.

Lecture DDD: MWF at 11:30

in 110 MacLean Hall

**I put links to the**** text of the first two exams, the text of the finals that I gave on two previous occasions , and a review for the final ****at the bottom of the page.**

**Final dates and times: (Exams take place in the usual classroom.)**

**Lecture CCC
7:30 A.M., Thursday, December 17 2009
**

** Lecture DDD
2:15 P.M, . Monday, December 14 2009
**

Syllabus:

James Stewart, * Calculus (Early Transcendentals)*, 6th edition, Thompson/Brooks-Cole.

Assignment lists:

**Assignment 1, due Thursday September 3.**

**Assignment 2, due Thursday September 10.**

**Assignment 3, due Thursday September 17.**

**Assignment 4, due Thursday September 24.**

**Assignment 5, due Thursday October 1.**

**Assignment 6, due Thursday October 8.**

**Assignment 7, due Thursday October 15.**

**Assignment 8, Due Thursday October 29.**

**Assignment 9, Due Thursday November 5.**

**Assignment 10, Due Thursday, November 12. **You will also need this **mathematica notebook** to do the assignment, which involves computing approximations to integrals.

**Assignment 11, Due Thursday, November 19.**

**Assignment for Thursday, November 26: Eat a lot, relax, have fun.**

**Assignment 12, Due Thursday December 3.**

**Last assignment, Due Thursday December 10.**

There will be

frequent quizzesin discussion sections; you will be informed in advance about the quizzes.There will be

two midterm examsin class, on Friday, September 18, and Friday, October 16.There will be a

comprehensive final examat the time specified in the Fall 1999 Schedule of courses.

Mathematica:

Tutorial 1 | Tutorial 2 | Tutorial 3 | Tutorial 4 |

**August 24: local flatness and the tangent line **

**September 21: differentiation and plotting with Mathematica.**

**September 30: implicit differentiation and graphing relations.**

**October 12: tangent line approximation graphic investigation.**

**Oct. 30: graphing with computer and calculus.**

**Note on notation and terminology for functions.**

**Note on exponential and log functions.**

**Note on the definition of the integral.**

**Link to Archimedes's proof for the area of a circle.**

**Final from 1999 (Engineering Calc I, but basically it's the same course.)**