DVSM 102
Developmental Algebra
 Syllabus

Instructor:  Linda Beattie             email:  beattie@cs.wnmu.edu
Telephone:   538-6268                   fax:  505-538-6793                 
Office: Global Resource Center Rm 211                                          
Office Hours
:  11:00 - 11:50 TR,   12:00 - 12:50 MWF

COURSE DESCRIPTION: This is a 3-credit hour introductory course in algebra for the student with little or no algebra background.  However, competency in adding, subtracting, multiplying and dividing whole numbers, fractions, and decimals, and a basic knowledge of percents, is an important prerequisite!  (Prerequisite: DSM 101 or appropriate placement test score.)

TEXTBOOK & OTHER MATERIALS:   INTRODUCTORY ALGEBRA: AN APPLIED APPROACH, by Auffman / Barker (7th Ed);
 Scientific calculator (required).

COURSE GOALS:  Students will:
Be prepared for their next level mathematics course or career path.
Become more confident in their ability to do mathematics.
Learn to value mathematics.
Become better mathematical problem-solvers.
Learn to reason mathematically.
Learn to communicate mathematically.
Have increased persistence in learning math.
Become familiar with technology used in mathematics.

COURSE OBJECTIVES (Chapters 1 - 5):
Perform operations with real numbers.
Evaluate algebraic and numerical expressions
Simplify variable expressions
Translate verbal expressions to variable expressions
Solve linear and quadratic equations
Graph lines on the Cartesian Coordinate System
Compute the equation/slope of a line
Perform operations with polynomials
Factor polynomials
Solve application problems
 
REQUIREMENTS:

Attendance: In order to succeed in this class, regular attendance is a necessity.  The general attendance policy is outlined on page 45 of the WNMU catalog.  In this class, you will begin with 5% extra credit added on to your final grade.  Each absence lowers this extra credit by one point.  (These are absences for any reason other than sanctioned university travel for field trips or sports events. Notification of these absences will be given in writing by your professor or coach.)

Homework, Quizzes: The only way you can learn mathematics is by practicing it.  Homework is your greatest learning tool.  In this textbook, the answer key to the exercise sets, called “Doing Mathematics”, contains answers to ALL of the problems, not just the odd-numbered ones as in most texts.  Because homework is a LEARNING tool, it will not be given a grade.  I may periodically collect it to check on how well and completely you are doing it, and give a grade for the general quality of your homework.  I will also give periodic quizzes after you have had a chance to do homework problems, which I will grade.     Something to Consider:  You might try doing the homework even though I don't grade it.  It will "greatly enhance" your chances of passing this course.  The same goes for attendance.  

Tests:   Tests will be given at the end of each chapter.  You may make up one missed test if it is done within one week.  Missed tests are initially recorded as a zero.  At the end of the semester, for all students, your lowest test grade will be replaced by the average of all of the test grades, including zeros.
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Hints for making homework work for you:  You should always strive to complete homework assignments the same day they are assigned to ensure that your review takes place as soon after classroom learning as possible.  Make sure you read your assignment before you tackle your homework.  In an effort to save time, many students attempt to do their homework problems without reading the topic.  In the long run this turns out to be "penny-wise and pound foolish," because they miss essential details and must start over.  Nothing wastes more time than to have to do something twice!  So be methodical.  Work on all the problems assigned to you, and even more.  The more problems you work out, the more your confidence, competence and speed in doing math will build.  It may seem like a lot at first, but your increasing fluency and self-esteem will reward you handsomely.
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In college, for every hour spent in class, an average of 2 hours out-of-class time is expected.  That adds up to about 6 hours of  “homework/tutoring/reviewing/reading, etc.” each week for this class!  Work this time into your schedule!

Assessment & Grading:

• Tests:             65%                                                            90 - 100       A
• Quizzes:         25%                                                            80   89         B
Final Exam:     10%                                                             70 -  79        C
                                                                                             60 -  69        D

Important Dates:    • Last day to drop/add:  Friday, Sept 8
                                  • Last day to withdraw:  Friday, Nov 3

Students with Specific Needs:  Any student with documented physical or learning disabilities may receive appropriate accommodations as recommended by the Special Needs Program.  The director’s name is Karen Correa, and the office is located in JCB 212.  The phone number is 538-6138.  It is not enough for a student to request accommodations directly from the instructor if the student is not enrolled with the SNP. The instructor is not obligated to assist the student until the student has contacted the SNP and provided the necessary documentation. When asking for accommodations, do not wait until the end of the semester.  Do not try to make it on your own without claiming your disability to the SNP or instructor, fail, and then ask for a special grade at the end of the semester. You must ask for accommodations in a timely manner so that the instructor and other staff have time to prepare.  If you think you might have a disability, please visit the SNP.  They can provide guidance for you.

Proposed Schedule (Monday-Wednesday-Friday Classes)

Week Dates Monday Wednesday Friday
1 Aug 21-23-25 Introduction 1.1 1.2
2 Aug 28-30-Sep 1 1.3 1.4 1.5
3 Sep 4-6-8 Labor Day Review Test Chapter 1
4 Sep 11-13-15 2.1 2.1 2.2
5 Sep 18-20-22 2.2 2.3 2.3
6 Sep 25-27-29 2.4 Review Test Chapter 2
7 Oct 2-4-6 3.1 3.2 3.2 3.3
8 Oct 9-11-13 3.3 Review Test Chapter 3
9 Oct 16-18-20 5.1 5.2 5.2
10 Oct 23-25-27 5.3 5.3 5.4
11 Oct 30- Nov 1-3 5.5 5.5 Review
12 Nov 6-8-10 Test Chapter 5 6.1 6.1
13 Nov 13-15-1 6.2 6.2 6.3

Nov 20-22-24 Thanksgiving No Clas
14 Nov 27-29- Dec 1 6.3 6.4 6.4
15 Dec 4-6-8 Review Test Chapter 6 Tests Back Review
16 Dec 11 Final Exam 10:00 am

      
Proposed Schedule (Tuesday-Thursday Classes)

Week Dates Tuesday Thursday
1 Aug22-24 Introduction 1.1  1.2
2 Aug 29-31 1.3 1.4
3 Sep5-7 1.5 Test Chapter 1
4 Sep12-14 2.1 2.2
5 Sep 19-21 2.3 2.4
6 Sep 26-28 Review Test Chapter 2
7 Oct 3-5 3.1 3.2
8 Oct 10-12 3.3 Test Chapter
9 Oct 17-19 5.1 5.2
10 Oct 24-26 5.3 5.4
11 Oct 31-Nov 5.5 Review
12 Nov 7-9 Test Chapter 5 6.
13 Nov 14-16 6.2 6.3

Nov 21-23 Thanksgiving Break
14 Nov 28-30 6.4 Review
15 Dec 5-7 Test Chap 6 Tests Back Review
16 Dec 14
Final Exam



9:30@8:00-9:30 am



12:30@10:00-12:00pm