Analytic Geometry and Calculus II

MATH 175

MTRF  1:30 pm - 2:20 pm,  TLC 028

Instructor:

Lyudmyla Barannyk
317 Brink Hall
tel:  (208) 885-6719
fax: (208) 885-5843
barannyk@uidaho.edu
office hours:
  M 3:30 - 4:30 pm, W 2:30 - 3:30 pm, Th 4:30-5:30 pm or by appointment


  There is a class discussion e-mail list: math175-04-sp14@uidaho.edu. You can make an alias for the e-mail of your section. Each e-mail lists contains e-mails of all students enrolled in the section and my e-mail.  You can use the e-mail list to ask me questions that might be of interest to others in the class. You can also email me at barannyk@uidaho.edu with other questions.


General Math 175 pages that contains information relevant for all sections of this course is math175.

 Matlab
Project

   Software
Handouts

Course Description

This course is an introduction to the calculus of functions of several variables. It begins with studying the basic objects of multidimensional geometry: vectors and vector operations, lines, planes, cylinders, quadric surfaces, and various coordinate systems. It continues with the elementary differential geometry of vector functions and space curves. By the end of the course, the student should be able to analyze curves and surfaces in three-space, differentiate and determine any extrema of functions of two or more variables, evaluate double and triple integrals in various coordinate systems.


Textbook

Calculus by William L. Briggs & Lyle Cochran, 1st Edition, Pearson Publishing Company


Syllabus

Download syllabus: .pdf


Homework and Quizzes

Written and web homework will be assigned every week. Students are expected to read the corresponding sections of the book and do the assigned homework in order to gain a better understanding of the course material.  The written part of homework will not be collected or graded but web homework score will be used towards the final score.

Bi-weekly quizzes of approximately 10 minutes will be given on Fridays and they will be based on homework exercises.

Here is the link to web homework:   MyMathLab.com

Please do modules B, #11 and #12 at Math170 Modules   due on Monday, January 20

Written part of homework:

Homework # 1: due on Tuesday, January 28




Matlab Project

TBA
       Calculus with Matlab by Jonathan M. Rosenberg
       Symbolic computations with Matlab by James de St. Germain
                                                                 by Sanjay R. Arwade

       Notes in Matlab that includes commands about 3d plotting
      Tutorial Introduction to plotting with Matlab
     
    

Software

In this course, an introduction to Matlab will be made, a technical computing environment for numerical computation and visualization produced by The MathWorks, Inc.  We will study basic commands, how to visualize functions and symbolic computation.

Matlab is installed in all Student Computing Labs on UI campus.

A Matlab manual is available here: .pdf

Also available is a MATLAB tutorial written by Peter Blossey and James A. Rossmanith
Tutorial Introduction to plotting with Matlab
Here is another link to Plotting with Matlab by Gerald Recktenwald, Portland State University

Another standard one is Kermit Sigmon's Matlab Primer: .html

Here are other Matlab resources available on the net:
Handouts:

        Notes in Matlab that includes commands about 3d plotting
        Symbolic operations using Matlab by W.R. Wilcox, Clarkson University
       
 
In addition, there are many textbooks about Matlab. One of them is

MATLAB guide
By: Desmond J. Higham & Nicholas J. Higham. QA297 .H5217 2000

Lecture Notes

Lectures 01/16-01/28/2014
Lectures 01/30-02/07/2014
Lectures 02/10-02/14/2014
Lectures 02/18-02/25/2014
Lectures 02/27-03/03/2014
Lectures 03/04-03/07/2014
Lectures 03/10-03/14/2014
Lectures 03/24-04/01/2014
Lectures 04/04-04/15/2014

Lectures 04/28-05/01/2014



Handouts

Taylor polynomials for y=cos(x) and y=sin(x).
code .pdf and matlab .m file
graphs for y=cos(x)
graphs for y=sin(x)

Exams

There will be four in class "midterm" exams and a final. Before each exam, we will have a review session.

Exam 1: Thursday, February 6  in class
       Exam 1 review session: Wednesday, February 5, 4:30-5:20 pm, TLC 223  review notes

Exam 2
: Thursday, March 6 in class
      
Exam 2 review session: Wednesday, March 5, 4:30-5:20 pm, TLC 223  review notes

Exam 3: Thursday, April 3 in class  
       Exam 3 review session: Wednesday, April 2, 4:30-5:20 pm, TLC 223  review notes

Exam 4
: Friday, April 25 in class
       Covers sections 10.3-11.3
       Exam 4 review session:
Thursday, April 24, 4:30-5:20 pm, TLC 223    review notes


Final Exam: Thursday, May 15, 3-5 pm
       Final exam review session:  TBA
 

Grading

Exam 1:                              10%
Exam 2:                              15%
Exam 3:                              15%
Exam 4:                              15%
Final Comprehensive Exam: 20%
Online Homework:              10%
Written Homework, Quizzes and Matlab Assignments: 15%


Midsemester Questionnaire