SierraVista, ArizonaCampus
SCHOOL OFMATHEMATICS& SCIENCES
WaylandMission Statement:Wayland Baptist University exists to educate students in an academically challenging, learning-focused and distinctively Christian environment for professional success and service to God and humankind.
CourseTitle andNumber:CollegeAlgebra, MATH 1304 SV01
Term: SpringTerm 2017
Instructor: Raymond “Ramon”Cartier
Email:
Phone:928-380-5707 (cell) 520-432-6717 (home)
SkypeHours:Callor email to schedule times.
Class Bible Verse:The works of theLordaregreat, Studied by all who have pleasure in them.Psalm 111:2
Class Meeting Time: Tuesdays5:30-9:10 pm
Location: Bldg. 21112, Christy Avenue, Ft. Huachuca
Catalog Description:
This coursedevelops skills in rational expressions, radicals, complexnumbers,graphs, second-
degreeequations in oneor twovariables,exponential and logarithmic functions, conic sections, sequences,and series.
Prerequisites:MATH1300 (Intermediate Algebra) orPlacement
Placement:Thisclassisintendedforstudentswhodonotqualify forcalculusortrigonometry, butwhohavehadtwoyearsofalgebrawithagradeof “B”orabove.Studentsstarthere unless thereis a reason for placingthem aboveor below this level.
RequiredTextbook(hardcopy): IntermediateAlgebraforCollegeStudents, Ninth Edition byAllen R. Angel;Dennis C. Runde, (ISBN-10 0-321-92735-4,ISBN-13 978-0-321-92735-4)
Supplies: Scientific calculator withyx, logx, lnx,andex
functions.
CourseOutline/ OutcomeCompetencies:
Be abletoset up and solveproblems in the followingareas:
Rational Expressions andEquations(Ch. 6) Domains of Rational Functions
Addition and Subtraction ofRational Expressions Multiplication and Division ofRational Expressions ComplexFractions
Rational Equations
Radicals,Radical Functions,andComplex Numbers(Ch. 7)
Rational Exponents
Multiplyingand SimplifyingRadical Expressions
Adding, Subtracting, Multiplying, andDividingRadical Expressions
Radical Equations
ComplexNumbers
Quadratic Functions(Ch. 8)
Completingthe Square
QuadraticFormula
Equations in QuadraticForm
Graphing QuadraticFunctions
Exponential andLogarithmicFunctions(Ch. 9) Composite andInverse Functions Exponential Functions
Logarithmic Functions
Properties ofLogarithms(common and natural) Exponential andLogarithmicEquations
ConicSections(Ch. 10)
Distance and Midpoint Formulas
IdentifyingConic Sections: Parabola, Circle, Ellipse,and Hyperbola
Sequences andSeries(Ch. 11)
Sequences and Series (Summation) Notation Arithmetic Sequencesand Series
Geometric Sequencesand Series
StatementonPlagiarismandAcademicDishonesty:Writing is a collaborative art. Working out ideas for your paper with an instructor, writing tutor, classmate, family member, or friend is encouraged not only for this class, but also for other classes that involve writing. Discussion and collaborative brainstorming are good. However, passing off another’s writing or ideas as your own is plagiarism. It is unethical, it constitutes Academic Dishonesty (cheating), and it is sufficient grounds both for failure of a course and suspension from the university.
Common examples of plagiarism or academic dishonesty include the following:
*Copying any amount of text directly from an internet website, book, or other document without appropriate citation and synthesis into one’s own discussion.
*Paraphrasing the ideas presented in any source or oral discussion without appropriate citation.
*Using the evidence and conclusions of any source as the controlling framework for one’s own paper.
*Recycling work from a previous or current course, whether your own work or another student’s work.
*Purchasing or otherwise downloading a paper from an internet website.
In some writing assignments, you will be expected to incorporate scholarly sources into your document. ALL OF THE FOLLOWING must be met to constitute appropriate citation of any source:
*Including MLA, Chicago, or APA parenthetical or note-style citation format as required by the instructor.
*Placing borrowed text directly from another source within “quotation marks.”
*Introducing clearly another author’s voice into the document by means of a signal phrase (an introduction of that author).
*Offering, in short, a clear distinction between one’s own voice or ideas and those of any outside authors brought into the discussion.
Wayland Baptist University observes a ZERO TOLERANCE policy regarding Academic Dishonesty.
*Any suspected instance of academic dishonesty, including plagiarism, will first be evaluated by the instructor and discussed individually with the student.
*If the instructor determines that a student’s actions constitute Academic Dishonesty, the case will be filed with the school dean (as determined by course prefix) and reported to the university executive vice president/provost, as per university policy. ALL CASES OF ACADEMIC DISHONESTY WILL RE REPORTED.
*Per university policy as described in the Wayland Academic Catalog, second offenses WILL RESULT IN SUSPENSION FROM THE UNIVERSITY.
*In this course, the first instance of Academic Dishonesty may also result in a zero on the assignment.
DisabilityStatement:In compliance with the Americans with Disabilities Act of 1990 (ADA), it is the policy of Wayland Baptist University that no otherwise qualified person with a disability be excluded from participation in, be denied the benefits of, or be subject to discrimination under any educational program or activity in the university. The Coordinator of Counseling Services serves as the coordinator of students with a disability and should be contacted concerning accommodation requests at (806) 291-3765.Documentation of a disability must accompany any request for accommodations.
School ofMathematicsand Sciences Statement:
TheSchoolofMathematicsandSciencesemphasizesarigorous,ethicalapproachtothestudyof
mathematicsandscience. We believe thatsuccessinthese disciplinesrequiresa broadbaseof contentknowledgeandthedevelopmentofthecriticalthinkingskillsnecessary fortheongoing acquisition, processingandcommunicationofcurrentsubjectmatter. The activities of theSchool,bothacademicandprofessional,intentionallyreflecttheLordshipofJesusChristand His centralityto all of creation.
CourseRequirements andGrading Criteria:
There are4components to the final gradein this course.
1. Attendance:All students are expected to attend all class sessions and are responsible for knowing the material covered. No quizzes or exams can be made up unless arrangements prior to the absence have been made. Any student missing more than 25% of the class will fail the class.
2. Homework:Homeworkwillbeassignedattheendofeachsectioninthetext.Youare allowedtoassisteachotheronhomeworkbutastudentmustnotturnin someoneelse’s work astheir own. Late homeworkwillnotbeaccepted. If thereareextremecircumstances, contacttheInstructor.
3. Quizzes: Quizzes willbegivenat thebeginningof classes stated in the syllabus.
4. Exams:There willbetwoexams:aMidtermandaFinal. Eachtestwillcoverhalfofthe course. Both of thesetests areto be taken inthe classroom.
Attendance...... 10% Homework...... 20% Quizzes...... 20% Exams...... 50%
A: 90 – 100 B: 80 – 89 C: 70– 79 D: 60 – 69 F: Below 60
CourseSchedule:
Week1:February 28
Review
Rational Expressions
Homework Exercises 6.1,6.2, 6.3
Week2: March7
Rational Expressions (continued)
Roots &Radicals
Homework Exercises6.4, 7.1, 7.2, 7.3
Spring Break – March 13-17
Week3: March21
Roots &Radicals (continued) Homework Exercises7.4, 7.5, 7.6
Week4: March28
Quiz
ComplexNumbers, QuadraticFunctions
Homework Exercises7.7, 8.1, 8.2
Week5: April 4
Quiz
QuadraticFunctions(continued) Homework Exercises8.4
Midterm Preparation
Week6: April 11
MidtermExam:InClass
(Covers Chapters 6– 8)
Week7: April 18
Exponential &Logarithmic Functions
Homework Exercises 9.1, 9.2, 9.3, 9.4
Week8: April 25
Exponential &Logarithmic Functions
(continued)
Homework Exercises 9.5, 9.6, 9.7
Week9: May 2
Quiz
Conic Sections
Homework Exercises8.5, 10.1, 10.2, 10.3
Week10: May 9
Quiz
SequencesSeries
Homework Exercises11.1, 11.2, 11.3
Final Preparation
Week11: May 16
Final Exam:InClass
(Covers Chapters 9– 11)
Students shall have protection through orderly procedures against prejudices or capricious academic evaluation. A student who believes that he or she has not been held to realistic academic standards, just evaluation procedures, or appropriate grading, may appeal the final grade given in the course by using the student grade appeal process described in the Academic Catalog. Appeals may not be made for advanced placement examinations or course bypass examinations. Appeals are limited to the final course grade, which may be upheld, raised, or lowered at any stage of the appeal process. Any recommendation to lower a course grade must be submitted through the Executive Vice President/Provost to the Faculty Assembly Grade Appeals Committee for review and approval. The Faculty Assembly Grade Appeals Committee may instruct that the course grade be upheld, raised, or lowered to a more proper evaluation.
Academic Honesty:Disciplinary action for academic misconduct is the responsibility of the faculty member assigned to this course. The faculty member is charged with assessing the gravity of any case of academic dishonesty, and with giving sanctions to any student involved.
Important Dates:
March 14 -Last dayto drop withoutrecord
April28 -Last dayto withdraw with“W”
May 5-Last dayto withdraw with a“WP/WF”
May16-Last class
NOTE:This syllabus is only a plan. The teacher may modify the plan during the course. The requirements and grading criteria may be changed during the course if necessary.