Attention!
Math 101 is not taught at Storrs and most other UConn Campuses since
Fall 2006. This web page gives general information on the course for Instructors who may occasionally teach it. |
Name |
Office |
Office
Hours |
Sarah
Glaz
Course Coordinator glaz@math.uconn.edux (click on link and remove end x) |
MSB202 486 9153 |
necessary to succeed in any course which employs mathematics. This
material is taught in High Schools and Community Colleges under the
name
Intermediate Algebra or Algebra II. Math 101 does not satisfy a UConn Q
requirement. The grade received in Math 101 counts in your grade point
average. The 3 credits you earn in Math 101 count towards full-time
student status, but do not count towards graduation.
This
year, students have the option of choosing to enroll in
Math 195Q: Introductory College Algebra and Mathematical Modeling,
instead of
Math 101. Math 195Q is also designed to provide preparation for Q
courses for students whose high school algebra needs reinforcement.
Math 195Q is offered this year as an experimental course, which will
eventually
replace Math 101. The 3 credits earned in Math 195Q, are
Q credits which count
towards graduation. To find out more about Math 195Q click here: Math 195Q Home Page
Who
Should Take Math 101, or Math 195Q?
Other Requirements: A simple
Scientific Calculator, for example TI-30Xa.
at the
beginning of the class. You are responsible for everything that happens
in
class. If you miss a class, you are expected to find out
what
happened
either from me or from your classmates. You are
also expected to work outside of class about 4 hours per week. Most of
all,
I hope that as the course
progresses you will get
excited about
what you are learning and delight in your own, perhaps unexpected,
ability to
solve mathematical problems.
No
calculators are allowed during exams or quizzes. All calculations
required in these instances can reasonably be done by hand. Calculators
may be
used, at instructors discretion, for some in-class or homework
assignments.
Homework:
exercises selected from
the Practice Exercises in the Syllabus table below, and projects
provided
as handouts in class. There will be individual
assignments and group
assignments. Some homework assignments will be graded, other will carry
exam
points (this will be explained in class).
The
majority of homework assignments will be done outside of
class, but
we will devote 30 to
50 minutes every week to questions related to
difficulties in the homework. You are encouraged to work with
other
students in this class on your homework.
Tutoring Options:
will find another time when we can meet. If you
feel you need additional help, there are a variety of other tutoring
options:
On-Campus Free
Tutoring:
Available at the Q Center, the Math Center, through the Peer
Tutoring Program, and as private tutoring.
Prentice Hall Tutoring Center:
Free text-specific online and phone tutoring Sunday -
Thursday. Access Code in your textbook package.
On-Line Helpful Web-Sites:
A few recommended WebSites
that
provide help in
the form of simple explanations, useful examples,
sample exam
questions, and on-line answering of your questions::
Companion Web Site: Your
Textbook companion site.
Ask
Dr.
Math: At the Math Forum @Drexel University.
Math for morons like us: From
the ThinkQuest Library.
NO
MAKE-UP EXAMS unless
there is a very
serious emergency for which you provide proof.
Exam 1: TBA
Exam 2: TBA
Exam 3: TBA
Final Exam: TBA
For help with location of the Final Exam Building click on The Campus Map.
Grading Policy:
The
suggested Practice Exercises
in the table below are designed to provide you with plenty of practice for a thorough
understanding of the concepts
taught in class. The actual homework
assignments
may vary according to progress
in class. If
you miss a
class, and cannot find out which of the
Practice Exercises were assigned as
homework, do all the Practice Exercises suggested in the table for the
missed
sections. In
addition, a number of fun
and
interesting problems and activities highlighting applications of the
material
will be handed out in class. Those will be selected from the activities
labeled Group Work in the table below. You
will work on them together in small groups
during class time, and complete them as out-of-classroom
homework projects.
Attention
Instructors! Group Work projects may be found by clicking
on the
password protected Instructor Resources icon found at the top of
this
page. If you forgot the password, contact Sarah Glaz, Math 101
coordinator. Additional suggestions for group work may be found on the
web page
of Math 195Q.
Section
|
Topic |
Practice
Exercises |
Chapter
1 |
||
1.2 |
Algebraic expressions and sets
of numbers |
page 15-17: odd 1-9, odd 15-90 |
1.3 |
Operations with real numbers |
page 27-30: odd 1-84 |
1.4 |
Properties of real numbers |
page 40-42: odd 1-97 |
Group
Work |
Calculate
Your BMI |
|
Chapter
2 |
||
2.1 |
Linear equations in one variable |
page 60-61: odd 1-20, odd 23-30,
35 |
2.2 |
Introduction to problem solving |
page 68-73: odd 1-12 |
2.3 |
Formulas and problem solving |
page 79-81: 1-5, odd 49-54 |
2.4 |
Linear Inequalities and problem
solving |
page 92-94: odd 1-16,
odd 17-32, odd 57-74 |
2.6 |
Absolute value equations |
page 108-109: odd 1-72 |
Group
Work |
Algebraic
Poetry |
|
Group
Work |
Calculate
Your Income |
|
Chapter
3 |
||
3.1 |
Graphing equations (include
material from 3.3) |
page 140-141: odd 1-10, odd 17-46 |
3.2 |
Introduction to functions |
page 151-156: odd 1-12, odd
23-36, 55-62 |
3.4 |
The slope of a line |
page 177-180:
1,5,25,27,29,37,39,odd 45-70, 82-87 |
3.5 |
Equations of lines |
page 189-192:
1,3,7,9,13,15,21,25,27,40-52 |
Group
Work |
Hurricane
Season (and Tracking
Chart) |
|
Group
Work |
Cigarette
Ads |
|
Group
Work |
Life
Expectancy |
|
Chapter
4 |
||
4.1 |
Linear equations in two variables | page 225-227: odd 1-14, odd 35-48 |
Group
Work |
Which
Honda Should You Buy? |
|
Group
Work |
Photos
of All Sizes |
|
Chapter
5 |
||
5.1 |
Exponents and scientific notation |
page 282-284: odd 1- 94 |
5.2 |
More exponents and scientific
notation |
page 289-291:odd 1-74 |
5.3 |
Polynomials and polynomial
functions |
page 300-303: 17-24,
29,31,37,39,43,71 |
5.4 |
Multiplying polynomials |
page 311-313:
1,5,7,19,25,27,35,43 |
5.5 |
The greatest common factor |
page 318-320: odd 1-16 |
5.6 |
Factoring trinomials (use quadratic formula for roots from 8.2) | page 327-329:odd 17 - 89 |
5.7 |
Factoring special products |
page 334-335: odd 1-16 |
5.8 (optional) |
Solving quadratic equations (via
quadratic formula and roots) |
page 350-353: 1,3,5,9,17,81 |
Group
Work |
The
Largest Box |
|
Group
Work |
Free
Falling From Bridges |
|
Chapter
6 |
||
6.1 |
Multiplying and dividing
rational expressions |
page 372-375: 1,3,5,7,odd 19-38,
odd 41-50 |
6.2 |
Adding and subtracting rational
expressions |
page 381-383: 1,3, odd
11-24, odd 27-34 |
6.6 (optional) |
Equations with rational
expressions |
page 408-409: odd 9-22 |
Group
Work |
Calculate
Your Lottery Winning |
|
Chapter
7 |
||
7.1 |
Radicals and radical functions |
page 453-454: odd 1-54 |
7.2 |
Rational exponents |
page 462-463: odd 1-62 |
7.3 |
Simplifying radical expressions |
page 469-470: odd 1-47 |
7.4 |
Adding, subtracting and
multiplying radical expressions |
page 474-475: odd 1-15 |
7.5 (optional) |
Rationalizing numerator and
denominator of radical expressions |
page 481-482: odd 1-42 |
Group
Work |
Skid
Marks |
This page is maintained by Sarah
Glaz
Last modified: Spring 2006