College Algebra Syllabus for 2011-2012
Return to Syllabus List

Instructor Information

E-Mail

Phone

Phone number not available

Office Location

Office Hours

Course Information

Recording Policy

Disability Statement

Any student who, because of a disabling condition, may require some special arrangements in order to meet course requirements should contact disAbility Services (Student Service Center room 119, phone 371-5436) as soon as possible.

Statement for Mental Health and Advocacy & Resource Center:

As a student you may experience a range of issues that can cause barriers to learning, such as strained relationships, increased anxiety, alcohol/drug problems, feeling down, difficulty concentrating and/or lack of motivation. These mental health concerns or stressful events may lead to diminished academic performance or reduce a student's ability to participate in daily activities. Amarillo College offers services to assist you with addressing these and other concerns you may be experiencing. If you or someone you know are suffering from any of the aforementioned conditions, you can learn more about the broad range of confidential mental health services available on campus by calling the AC Counseling Center at 806-371-5900. The AC Counseling Center website is https://www.actx.edu/counseling/ . Also, if you are in need of social services (affordable housing, utilities, transportation, food, clothing, childcare, medical/dental/vision, legal), please call the AC Advocacy & Resource Center at 806-371-5439. The AC Advocacy & Resource Center website is https://www.actx.edu/arc

Amarillo College Tutoring for Success Policy:

Administrative Drop Policy

N/A

Student Withdrawal Procedures

N/A

Privacy Statement

The Amarillo College Privacy Policy is found at https://www.actx.edu/-amarillo-college-privacy-notice , and applies to all Amarillo College students.  If you have questions about this privacy statement or you believe that your personal information has been released without your consent, send email to humanresources@actx.edu .

Course

MATH-1314-018 College Algebra

Prerequisites

MATH 0303-minimum grade of C, an Accuplacer score of 75, a THEA score of 270, an equivalent score on a state-approved test or Department Chair consent

Course Description

Study of quadratics; polynomial, rational, logarithmic and exponential functions; systems of equations; progressions, sequences and series; matrices and determinants.

Student Resources Student Resources Website

Department Expectations

\N

Occupational License Disclaimer

Hours

(3 sem hrs; 3 lec)

Class Type

Dual Credit Course

Syllabus Information

Textbooks

College Algebra, 5th Edition by Robert Blitzer, Prentice Hall Publishing

           

Supplies

Spiral

Student Performance

Learning Objectives: After completing this course, the student will be able to demonstrate knowledge of the following topics as evaluated by the faculty in the department/program:
  1. Recognize, solve, and apply radical, absolute value, linear, quadratic, and rational equations
  2. Recognize, solve, and apply inequalities
  3. Recognize, solve, graph, and apply polynomial, rational, exponential, and logarithmic functions
  4. Explore functions, graphing techniques, operations of functions, composition of functions, and inverse functions.
  5. Evaluate all real roots of higher degrees of polynomials
  6. Recognize, solve, and apply systems of linear equations, including the use of matrices and matrix algebra
  7. Identify sequences and series, and calculate the sum of a sequence

Students Rights and Responsibilities

Student Rights and Responsibilities

Log in using the AC Connect Portal

In order to receive your AC Connect Email, you must log in through AC Connect at https://acconnect.actx.edu .

If you are an active staff or faculty member according to Human Resources, use "Exchange". All other students, use "AC Connect (Google) Email".

Expected Student Behavior

BEHAVIORAL EXPECTATIONS/CLASSROOM GROUND RULES:

            Students are expected to behave in the classroom in a manner that is

supportive of the learning environment.  Behaviors that are not supportive

include but are not limited to:, tardiness/leaving early, electronic device noises or use, talking during lecture, abusive, offensive, or disrespectful language and/or demeanor toward faculty, staff, students and/or property. 

 

            In order to receive credit for a course, all material listed on the syllabus

must be covered.  The state of Texas sets the requirements, therefore, this course will move at a pace to ensure that these requirements are met.  Complaining about the pace will not result in less material being covered.

 

Students who fail to comply with the standards outlined in the syllabus

and/or “Student’s Rights and Responsibilities” will be subject to disciplinary action which may include but is not limited to: removal from the classroom, consultation with department chair and/or other AC/PDHS authority, withdrawal from the course and/or college. 

 

FOOD/DRINK

            It is the policy of the Mathematics Department that food and drink not be

allowed in the classroom setting. 

 

CELL PHONES/ELECTRONIC DEVICES

            It is the policy of the Mathematics Department that cell phone or any

electronic devices must be turned off in the classroom.  Cell phones should not be out during class.

Grading Criteria

INSTRUCTIONAL METHOD/EVALUATION

            Tentatively fourteen major exams and a comprehensive final will be given

during the semester.  Test dates will be announced in class.  No make-up

exam will be given.  If it is forseen that an absence will occur on an exam date, the student is to make arrangements with the instructor prior to the exam date.  To compensate for this, you may replace one missed exam grade with the grade you make on the final exam.  If you do not miss any chapter exams during the semester, I will replace your lowest chapter exam grade with the grade you make on the final, provided the grade on the final is higher than the lowest chapter exam grade. 

FINAL EXAMINATION

            The final exam is comprehensive and taken in class.  If the final is higher

than your lowest chapter exam grade, not including the homework

average, it will replace that one grade as well as count as your final exam grade.

 

 

GRADING CRITERIA/GRADING SCALE:

            The final grades of A(90-100), B(80-89), C(70-79), D(60-69), and F(below

60) will be computed as the average of the earned grades from:

  • College Side:  Homework 20%, Chapter Tests 60%, Final Exam 20%
  • High School Side: Each Homework 10 points, Each Test 100 points. 

Attendance

Please remember the deadline for dropping any class at AC for the Fall

2011 semester is November 16.  Please consult with

your instructor or Mrs. Neely before dropping the course. Regular

attendance is necessary for satisfactory achievement.  If an absence

occurs, the student is responsible for the information and assignments

covered in class.  Remember: no late homework will be accepted and no

late tests will be given.  If you stop attending class and your average drops

below a 60 due to missed assignments and you do not officially drop the

course by this deadline, you will receive an F for the course. 

  

Calendar

 

1
Online Orientation
1.3 Complex Numbers
1.4 Quadratic Equations
08/22/11
08/24/11
08/26/11
2
 
1.5 Applications and Modeling with Quadratic Equations
1.6 Other Types of Equations and Applications
1.7 Inequalities
08/29/11
08/31/11
09/02/11
3
 
Chapter 1 Test (Online)
2.1 Rectangular Coordinates and Graphs
2.2 Circles
2.3 Functions
09/06/11
09/07/11
09/08/11
09/09/11
4
 
2.6 Graphs of Basic Functions
2.7 Graphing Techniques
2.8 Function Operations and Composition
09/12/11
09/14/11
09/16/11
5
 
Chapter 2 Test (Online)
3.1 Quadratic Functions and Models
3.2 Synthetic Division
09/19/11
09/21/11
09/23/11
6
 
3.3 Zeros of Polynomial Functions
3.4 Polynomial Functions: Graphs, Applications, and Models
3.5 Rational Functions: Graphs, Applications, and Models
09/26/11
09/28/11
09/30/11
7
 
Chapter 3 Test (Online)
4.1 Inverse Functions
4.2 Exponential Functions
10/03/11
10/05/11
10/08/11
8
 
Midterm Test 1.3 – 4.2
(To be taken on campus or approved testing site.)
 
10/10/11
thru
10/13/11
9
 
4.3 Logarithmic Functions
4.4 Evaluating Logarithms and the Change-of-Base Theorem
10/18/11
10/21/11
10
 
4.5 Exponential and Logarithmic Equations
4.6 Applications and Models of Exponential Growth & Decay
Chapter 4 Test (Online)
10/24/11
10/26/11
10/28/11
11
 
5.1 Systems of Linear Equations
5.2 Matrix Solutions of Linear Systems
5.3 Determinant Solutions of Linear Systems
10/31/11
11/02/11
11/04/11
12
 
5.6 Systems of Inequalities and Linear Programming
5.7 Properties of Matrices
5.8 Matrix Inverses
11/07/11
11/09/11
11/11/11
13
 
Chapter 5 Test (Online)
7.1 Sequences and Series
7.2 Arithmetic Sequences and Series
11/14/11
11/16/11
11/18/11
14
 
7.3 Geometric Sequences and Series
7.4 The Binomial Theorem Revisited
11/21/11
11/22/11
15
 
7.5 Mathematical Induction
Chapter 7 Test (Online)
6.4 Summary of the Conic Sections
11/28/11
11/30/11
12/02/11
16
 
Final (Comprehensive)
(To be taken on campus or approved testing site.)
 
12/05/11
thru
12/07/11

 

Additional Information

DAILY HOMEWORK

            Daily homework assignments will be completed and submitted at the

beginning of class on the due date determined by the instructor.  No late

homework will be accepted.  In order to accommodate absences, six of the lowest homework grades will be dropped (two per six weeks).  If an absence if forseen, the student must make arrangements to complete and turn in the homework to the instructor prior to the absence. 

 

            Please abide by the following guidelines regarding assignments:

  • Write the chapter, section, assignment and your name at the top of the first page.  Initial or put your name at the top of all subsequent pages.  Staple all pages together before class.
  • Submit each assignment independently (do not do more than one section on the same page.)
  • Write each problem neatly and work the problem, clearly demonstrating all steps as if you were the instructor and were showing another student how to work the problem.
  • Work problems down the page, not across.
  • No more than 2 columns on each page.
  • Keep problems in order.
  • Skip lines between problems.
  • Box, circle, or highlight your answers.
  • Homework will be graded on format and completion.
  • Homework with incomplete work will be awarded no credit.
  • Simply writing down answers will receive no credit.
  • If I cannot tell from what you have written down, what the problem was, how you worked it and what you answer was, you will not receive credit.
  • Do not use spiral paper or paper with ragged edges.
  • When turning in your assignment, fold your paper long ways (y-axis) with the fold on the left side and place your name, class period, and section number on the front. 

 

If these rules are not followed when completing an assignment, the instructor reserves the right to not accept the work presented. 

Syllabus Created on:

11/30/-1 12:00 AM

Last Edited on:

11/30/-1 12:00 AM