22M:001 Basic Algebra I (3 s.h.)
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About the coursewriter and instructor
Foster Baker received his B.S. in Education from Northwest Missouri State
University and his M.S. from the University of Kansas, with additional work at the
University of Kansas City and The University of Iowa. Mr. Baker taught for over thirty
years in the secondary schools of Missouri, Kansas, and Iowa. He has also taught at
Kirkwood Community College in Cedar Rapids. Since 1965, Mr. Baker has instructed and
written study guides for several Guided Independent Study courses at The University of Iowa.
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Introduction
About
the course
This course provides an introduction to elementary college algebra. Among the topics
covered are: operations with real numbers, linear equations and inequalities, polynomials,
quadratic equations, and rational expressions. This course does not count toward the total
credit required for graduation at The University of Iowa.
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Required textbook and materials
The required textbook may be ordered from the bookseller of your choice or
from Iowa Book, L.L.C., Iowa City, IA:
.
Please do not order textbooks before you receive your study guide and the
textbook order form provided, as texts and editions of texts
may change.
 Johnson, L. Murphy, and Arnold R. Steffansen. Elementary Algebra, second edition.
Glenview, IL: Scott, Foresman and Company, 1989.
Each section of the textbook includes a number of examples with solutions provided.
These examples should be thoroughly studied. Note that answers to oddnumbered exercises
appear at the back of the textbook.
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Course format
There are 20 lessons in this study guide, each consisting of four parts: reading
assignment, discussion, practice exercises, and written assignment.
Reading assignment
The required reading assignments are in the course textbook, although some optional
material is included in Appendices A–D of this study guide.
Discussion
The coursewriter's discussion is designed to highlight the important aspects of the
textbook and in some cases to supplement its discussion of certain topics. You should read
the discussion section before turning to the reading assignment; you may wish to review
the discussion during or after your reading.
The discussion sometimes refers you to specific pages in one of the five appendixes
(Fractions; Ratio and Proportion; Percentages; Perimeter, Circumference, Area; Positive
and Negative Numbers). You may wish to work through each appendix in its entirety if you
feel you need such a review. Completion of the exercises in the appendixes is recommended
for review purposes, though this is not required.
Practice exercises
The third section of each lesson assigns practice exercises from the textbook. The
practice exercises are always oddnumbered problems, and, as noted, answers to these can
be found at the back of the textbook (pp. 397–448). You should work through all of
the practice exercises before submitting your written assignment. Practice exercises
should not be submitted for grading. However, if you have a question
about any of the practice exercises, copy the exercise—do not merely refer to its
number—on a sheet of paper and submit it along with the written assignment for the
lesson. Your instructor will then furnish you with a solution to the exercise.
Written assignment
The written assignment for each lesson consists of selected evennumbered problems from
the textbook. In the preparation of a written assignment, use a good grade of 8 by
11inch white paper and a soft pencil or pen. Please use coordinate (graph) paper for
graphing. Write only on one side of the paper and record the number of each problem and
the page of the textbook on which it is to be found. Be sure to show your work so that the
instructor can find any errors you may have made. The yellow Assignment Identification
Sheet at the end of each lesson must be attached to your work before mailing. If you
submit more than one lesson in a mailing, be certain to staple or clip each lesson
separately.
Web option
This course is available on the Web; to access this course,
go to GIS Online at . Although some material is available to the public, to access lessons themselves, a username and password are required. These may be obtained by calling or emailing our office (8002726430 or ). Technical assistance, including FAQs, software demos and downloads, and contact information and eforms are provided on our SOS pages (Support for Online Students) at .
To access the course Web pages, you will need Adobe Acrobat Reader; if you do not have
Acrobat Reader installed on your system, it may be downloaded free
from the Adobe Web site.
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Examinations
There are three twohour supervised examination. Examination 1 covers Lessons 1–6;
Examination 2 covers Lessons 7–13; the final examination covers the entire course,
with emphasis on the material in Lessons 14–18. The exams consist of problems to be
solved. You may not schedule an examination until all the written assignments prior to
that exam have been submitted and returned to you. Directions for arranging examinations
follow Lessons 6, 13, and 20.
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Grading
You will receive letter grades of A, B, C, D, or F in this course. Your final
course grade will be determined primarily by the following rules:
1. Written assignments and examinations alike will be graded according to the following
scale:
A = 90–100 percent correct
B =
80–89 percent correct
C =
65–79 percent correct
D =
55–64 percent correct
F =
0–54 percent correct
Partial credit will be given on test items, provided your work is shown.
2. Your course grade will be determined as follows:
10 percent Written assignments
30 percent
Examination #1
30 percent
Examination #2
30 percent
Examination #3 (final)
3. If two of the examinations are graded F, the course grade will be F, notwithstanding
rule 2 above.
Your final grade in this course will be recorded on your official transcript as one of
the following grades:
4.33 
A+ 
3.33 
B+ 
2.33 
C+ 
1.33 
D+ 
0 
F 
4 
A 
3 
B 
2 
C 
1 
D 
3.67 
A 
2.67 
B 
1.67 
C 
0.67 
D 
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Minimum completion time
There is a limit to the number of assignments that may be submitted at one time. Under
current regulations, the minimum completion time for a Guided Independent Study course
is two weeks per semester hour of credit or six weeks for this three semester hour course.
Since there are twenty lessons in this course, no more than three lessons (written
assignments) will be graded in one week, although you should expect it may take up to two
weeks to receive graded assignments back. (If you have not done so already, please read
the notice on time limitations in the General Directions.)
Plan your work so that lessons and examinations are completed at least two weeks
before any deadline that you have to meet (such as arranging to have a
transcript mailed for graduation, certification, or eligibility). This amount of time is
needed for evaluation of your papers and for processing the final grade report. Although
every effort will be made to correct and return your papers in a timely manner, neither
the instructor nor GIS can assume responsibility for meeting your deadlines.
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List of lessons
Unit 1
Lesson 1 Fundamental Concepts
Lesson 2 Real Numbers
Lesson 3 The Distributive Law
Lesson 4 Linear Equations
Lesson 5 Applied Problems
Lesson 6 Inequalities, Graphing
Examination 1 (Two Hours)
Unit 2
Lesson 7 Equations of Lines
Lesson 8 Systems of Linear Equations
Lesson 9 Linear Inequalities  Polynomials
Lesson 10 Special Products
Lesson 11 Factoring Polynomials
Lesson 12 Solving Quadratic Equations
Lesson 13 Addition and Multiplication of Rational Expressions
Examination 2 (Two Hours)
Unit 3
Lesson 14 Fractional Equations
Lesson 15 Ratio, Complex Fractions
Lesson 16 Radicals
Lesson 17 Radical Equations
Lesson 18 Factoring
Lesson 19 Quadratic Equations
Lesson 20 Applications
Final Examination (Two Hours)
Note: A written assignment follows each lesson; you may submit up to three assignments per week.
Additional Information

05/10/2004
