General Information About the Course:
Math 1320 is a precalculus course for liberal arts,
business, and other non-science
majors. The topics covered include:
* Linear, quadratic, exponential and logarithmic
functions ;
* Systems of linear equations ;
* Matrix algebra;
* The mathematics of finance;
* The algebra of sets; and
* Probability.
Students will learn mathematical concepts and methods used
in management,
social science, and business. Students will develop the view that mathematics is
an evolving discip line that is interrelated with human culture. Students will
also
understand the connections of mathematics to other disciplines.
Course Objectives (Learning Outcomes): By the end
of the course, students should be
able to:
1. Apply algebraic, geometric, and statistical methods to
modeling and solving real -world problems.
2. Represent and evaluate mathematical information verbally, numerically ,
graphically and symbolically .
3. Expand mathematical reasoning skills and formal logic to develop convincing
mathematical arguments.
4. Use technology to enhance mathematical thinking and understanding.
5. Use technology to solve mathematical problems and judge the reasonableness of
the results.
6. Interpret mathematical models such as formulas , graphs, tables and
schematics.
7. Draw inferences from mathematical models.
Course Activities/Assignments
1. Take notes of lectures;
2. Complete Online(WebAssign) homework and textbook homework on time;
3. Participation in the in-class assignments/quizzes;
4. Take exams at given time.
Assessment of Course Objectives:
Student understanding of the course and ability to meet the objectives will be
measured
by assignments, exams and class participation.
Grading Policy:
| Breakdown |
Percentage |
| Online(WebAssign) homework |
10% |
| Attendance, in-class work & Quizzes |
25% |
| Exams (Three exams, each worth 15%) |
45% |
| Final Exam (Comprehensive) |
20% |
Final grade Scale:
| 90-100% |
A |
| 80-89% |
B |
| 70-79% |
C |
| 60-69% |
D |
| Below 60% |
F |
Make-up Policy:
Absolutely NO late as signments will be accepted.
No make-up exams, quizzes or other assignments will be
given anytime. If
necessary, you may take an exam early, but never after the scheduled exam date.
But give me one-week notice so that we can make arrangements ahead of time
In extraordinary circumstances which must be documented
with written proof
within two days , we might work together to find an alternative
Course Requirements:
General requirements:
Any assignment shall be done individually unless I ask you to work in group.
It is your responsibility to keep a complete record of all the original work and
grade you get for each assignment/exam. In case of discrepancy occurs between
our records when we finally calculate the grade for this class, you will have to
provide your graded work as your proof.
Attendance:
Students are expected to read the textbook BEFORE come to the class and be
familiar with that day’s topic by following the schedule attached below(any
change will be informed in class as necessary).
Students are also expected to arrive ON TIME, participate
in the class and stay
for the entire class period. If you must leave early for any reason, please
inform
me beforehand. Don’t walk away from a lecture in progress. I will check
attendance often in different formats which might be counted towards your
grade.
If you are unable to attend class, you are still
responsible for material covered
during that class period. Please ask one of your classmates for notes, any
example given in class or similar questions and covered content might be tested
later.
In-class work and Quizzes:
Please be aware that In-class work and/or Quiz will be
given almost every class
we meet at anytime of the class to cover the content we have learned by then, so
the examples in the notes/text and the homework questions assigned are very
important for you to prepare well for this part.
If you miss an assignment in class for any reason, your
grade for that assignment
is 0. (see Make-up Policy above for more details.)
Exams:
Three exams are given on those days as indicated in the schedule follows. Check
the class schedule for coverage of each exam. (see Make-up Policy above for
more details.)
Final Exam:
The comprehensive final exam will be given as shown in the course schedule
below or the university calendar.
Bonus Test-Out Exam:
For students who earn either a D or F after taking the final, an optional
Test-Out
Exam may be taken on either Thursday, December 18, or Friday, December 19.
The test is a WebAssign exam that must be taken in the Library, Room 204A\B,
with a
start time between the hours of 7AM and 3PM. Students will be allowed 3 hours to
complete the exam. A passing score of 70% or above will result in a grade change
to a C
in the course. This is a bonus exam, and the dates and times offered cannot be
changed.
Information About Math 0120:
Students who scored 35-50 on the AccuPlacer Math Test, and
who have not
passed Math 0311 with a C or better, are permitted to enroll in Math 1320, if
they
are concurrently enrolled in an associated Math 0120 support lab. Attendance in
Math 0120 is required. Students who either withdraw from the lab or are
withdrawn by a Math 0120 instructor will also be withdrawn from this course.
Electronic and Wireless Devices:
Please do not use cell phones, pagers, IPods, MP3 players,
blue tooth devices, etc.
during class. Cell phones and pagers should be set off. Please do not wear
headsets or blue tooth devices during class. Cell phone calculators can not be
used on quizzes or exams.
Academic Integrity Policy:
The University of Texas at El Paso prides itself on its
standards of academic excellence.
In all matters of intellectual pursuit, UTEP faculty and students must strive to
achieve
based on the quality of work produced by the individual. In the classroom and in
all other
academic activities, students are expected to uphold the highest standards of
academic
integrity. Any form of scholastic dishonesty is an affront the pursuit of
knowledge and
jeopardizes the quality of the degree awarded to all graduates of UTEP.
It is imperative, therefore, that the members of this
academic community understand the
regulations pertaining to academic integrity and that all faculty insist on
adherence to
these standards.
Any student who commits as act of scholastic dishonesty is
subject to discipline.
Scholastic dishonesty includes, but is not limited to cheating, plagiarism,
collusion, the
submission for credit of any work or materials that are attributable in whole or
in part to
another person, taking an exam for another person, any act designed to give
unfair
advantage to a student or the attempt to commit such acts. Proven violations of
the detailed regulations, as printed in the Handbook of Operating Procedures and
available in the Office of the Dean of Students, may result in sanctions ranging
from
disciplinary probation, to failing grades on the work in question, to failing
grades in the
course, to suspension or dismissal, among others.
Military Statement:
If you are a military student with the potential of being called to military
service and/or
training during the semester, please contact me by the end of the first week of
class
(August 29).
Course Schedule (Subject to Change)
| Week |
Dates |
Sections Covered |
Events |
| 1 |
8/25 – 8/29 |
1.1 Functions – Algebraic Viewpoint
1.2 Functions – Graphical Viewpoint
1.3 Linear Equations |
|
| 2 |
9/3 – 9/5 |
1.3 Linear Equations (Continued)
1.4 Linear Models
1.5 Linear Regression |
No Classes – Monday(9/1) |
| 3 |
9/8 – 9/12 |
1.5 Linear Regression (Continued)
9.1 Quadratic Functions & Models |
Census Day –
Wednesday(9/10) |
| 4 |
9/15 – 9/19 |
9.1 (Continued)
9.2 Exponential Functions |
Exam 1 – Wednesday(9/17)
(Sec 1.1-1.5, 9.1) |
| 5 |
9/22 – 9/26 |
9.2 Exponential Functions
(Continued)
9.3 Logarithmic Functions |
|
| 6 |
9/29 – 10/3 |
2.1 Systems of 2 Eqns/2 Unknowns
2.2 Using Matrices to Solve Systems |
|
| 7 |
10/6 – 10/10 |
2.3 Applications of Systems of Eqns
5.1 Simple Interest |
|
| 8 |
10/13 – 10/17 |
5.2 Compound Interest
5.3 Sinking Funds and Annuities |
|
| 9 |
10/20 – 10/24 |
5.3 (Continued) Annuities and Loans |
Exam 2 – Friday (10/24)
(Sec 9.2-9.3, 2.1-2.3, 5.1-5.3) |
| 10 |
10/27 – 10/31 |
6.1 Sets and Set Ope rations
6.2 Cardinality
6.3 Addition & Mult. Principles |
Drop Deadline – Friday(10/31) |
| 11 |
11/3 – 11/7 |
6.3 (Continued)
6.4 Permutation & Combinations |
|
| 12 |
11/10 – 11/14 |
7.1 Sample Spaces & Events
7.2 Est. & Theoretical Probabilities |
|
| 13 |
11/17 – 11/21 |
7.3 Properties of Prob .
Distributions
7.4 Prob. & Counting Techniques |
|
| 14 |
11/24 – 11/26 |
7.4 (Continued)
7.5 Conditional Probability |
Exam 3 – Wednesday(11/26)
(Sec 6.1-6.4, 7.1-7.5)
No Classes – Th, Fri(11/27,28) |
| 15 |
12/1 –
12/3 |
7.6 Bayes’ Theorem &
Applications |
No Classes – Fri (12/5) |
| Final
Exam |
12/8(Monday) |
Final Exam 10:00am -
12:45pm |
Comprehensive(cover
all) |