Prerequisites. Effective Spring 2008, students who
do not complete a prerequisite math course with a
C or better will not be allowed to advance to the next level math course
en route to completion of QA and
QB requirements. Students who register prior to receiving a grade will be
dropped from math courses after
grades are posted in cases where prerequisite grades are not met. For Math 1010
the prerequisites are: an
ACT score of 18-22, an SAT score of 430-530, or a passing grade in
Math 950.
Course Outline. In this course we will review elementary algebra: linear
equations , inequalities and
systems of equations. We will study polynomials, rational expressions and
equations, and radicals includ -
ing complex numbers (the so-called “imaginary numbers”). We will also see
exp onential functions and
logarithms.
Course Objectives. Our objectives for this course include:
• become comfortable with the notion of using a symbol, such as x, y, △,
, to represent a number whose
value we do not know;
• gain proficiency at algebraic manipulations;
• use these algebraic manipulations to solve linear and quadratic equations ;
• get used to using mathematics to solve “word” problems (FYI, in the “real
world,” there are only word
problems, nothing else).
Homework (30%). Homework will be as signed weekly , and will be done by way of
the WeBWorK
system in the math department. WeBWorK is a www based computer system
developed at Rochester
University that enables students to answer questions online via a web browser.
The system tells you whether
or not your answer is correct, and lets you try again if your answer is wrong.
The purpose of WeBWorK is
to help you learn by doing. You do need to have access to a web browser such as
firefox or internet explorer.
There are many places on campus that provide such access. You may also have
access from your home.
There will be a link to the WeBWorK homepage at my course website:
We will have an in-class demonstration on the WeBWorK
homework system within the first two weeks of
the semester. There are only 4 course meetings you must attend, and this
is one of them (the others being
the two midterms and the final exam).
Calculators. Calculators will not be allowed on any of the exams, and are
therefore not required for this
course.
Exams (20% each). There will be two midterm exams in the class. Exam 1 is
on Thursday, October 9;
Exam 2 is on Tuesday, November 25. Please plan your vacation schedules around
these dates. I will not give
make-up exams in this class. If you have a valid reason for missing an exam
(illness, accident, etc., including
a doctor’s note, police report, etc.) then I will compute your grade based on
all other work. Otherwise, you
will score a zero on a missed exam.
Final Exam (30%). The Final Exam will be held on
December 17, 3:30 p.m. to 5:30 p.m. The exam
will be comprehensive. You must take this exam to pass the class. This is a
departmental final exam. This
means that ALL students enrolled in all sections of Math 1010 take the
final exam at this time. Do not ask
to take the final exam at another time.
Grading.
| Grade |
Minimum Score |
 |
Deadlines. You can drop the class by phone or web
through Wednesday, September 3, and the class
will not appear on your transcript. You can withdraw from the class by phone or
web, but will be charged
tuition, through Friday, October 24; and a W will appear on your
transcript for this course.
Free Tutoring. Tutoring is offered by the Mathematics Department free of
charge on a drop-in basis.
The Math Center is located in the basement between buildings JWB and LCB. It is
open 8:00 a.m. to 8:00
p.m. Monday through Thursday, and 8:00 a.m. to 6:00 p.m. Friday. It is closed on
weekends and University
holidays.
ADA. The Americans with Disabilities Act requires reasonable
accommodations be provided for students
with physical, cognitive, systemic, learning and psychiatric disabilities.
Please contact me at the beginning
of the semester to discuss any such accommodations for this course.
| Day. |
Date. |
Announcements/Lecture Description. |
Week 1
Tuesday
Thursday |
Aug 26
Aug 28 |
§1.1 Real Numbers; §1.2 Operations
WeBWork Demonstration (Attend this class!); §1.4 Algebraic
Expressions |
Week 2
Tuesday
Thursday |
Sept 2
Sept 4 |
§2.1 Linear Equations; §2.2 Problem Solving
§2.3 Business and Scientific Problems; (§2.4;) §2.5 Absolute Value |
Week 3
Tuesday
Thursday |
Sept 9
Sept 11 |
§3.1 Coordinates; §3.2 Graphs of Equations.
§3.3 Graphs of Linear Equations; §3.4 Equations of Lines |
Week 4
Tuesday
Thursday |
Sept 16
Sept 18 |
§3.6 Relations and Functions
§3.7 Graphs of Functions |
Week 5
Tuesday
Thursday |
Sept 23
Sept 25 |
§4.1 Systems of Equations
§4.2 Linear Systems in Two Variables |
Week 6
Tuesday
Thursday |
Sept 30
Oct 2 |
§5.1 Integer Exponents; §5.2 Adding and Subtracting Polynomials
§5.3 Multiplying Polynomials ; §6.5 Dividing Polynomials |
Week 7
Tuesday
Thursday |
Oct 7
Oct 9 |
Review
Exam 1. May include any material covered up to this point |
Week 8
Tuesday
Thursday |
Oct 14
Oct 16 |
FALL BREAK
FALL BREAK |
Week 9
Tuesday
Thursday |
Oct 21
Oct 23 |
§5.4 Factoring by Grouping ; §5.5 Factoring Trinomials
§6.1 Rational Expressions and Functions; §6.2 Multiplying and Dividing
Ra-
tional Expressions |
Week 10
Tuesday
Thursday |
Oct 28
Oct 30 |
§6.3 Adding and Subtracting Rational Expressions; §6.4 Complex Fractions
§6.6 Solving Rational Equations; (§6.7) |
Week 11
Tuesday
Thursday |
Nov 4
Nov 6 |
§7.1 Radicals and Rational Exponents; §7.2 Simplifying Radical
Expressions
§7.3 Adding and Subtracting Radical Expressions; §7.4 Multiplying and
Divid-
ing Radical Expressions |
Week 12
Tuesday
Thursday |
Nov 11
Nov 13 |
§7.5 Radical Equations and Applications; §7.6 Complex Numbers
§8.1 Solving Quadratic Equations: Factoring |
Week 13
Tuesday
Thursday |
Nov 18
Nov 20 |
§8.2 Completing the Square ; §8.4 Graphs of Quadratic Equations
§8.5 Applications of Quadratic Functions |
Week 14
Tuesday
Thursday |
Nov 25
Nov 27 |
Exam 2. May include any material covered up to this point
THANKSGIVING |
Week 15
Tuesday
Thursday |
Dec 2
Dec 4 |
§9.1 Exponential Functions ; §9.2 Composite and Inverse Functions
§9.3 Logarithmic Functions ; §9.4 Properties of Logarithms |
Week 16
Tuesday
Thursday |
Dec 9
Dec 11 |
§9.4 Properties of Logarithms (cont’d)
§9.5 Solving Exponential and Logarithmic Equations; §9.6 Applications |
Week 17
Wednesday |
Dec 17 |
Final Exam 3:30 p.m. to 5:30 p.m.
You MUST take the Final Exam at this date and time! |