COURSE SYLLABUS. Intermediate Algebra DMTH 0200. 2-2 - 3 Lecture - Lab - Credit. Prerequisite



Similar documents
CENTRAL TEXAS COLLEGE SYLLABUS FOR DSMA 0306 INTRODUCTORY ALGEBRA. Semester Hours Credit: 3

ANGELO STATE UNIVERSITY/GLEN ROSE HIGH SCHOOL DUAL CREDIT ALGEBRA II AND COLLEGE ALGEBRA/MATH

Intermediate Algebra Math 0305 Course Syllabus: Spring 2013

COURSE SYLLABUS. Course Name HEALTH INFORMATION SYSTEMS. Course Number HITT Lecture - Lab - Credit

Requisite Approval must be attached

COURSE SYLLABUS. Course Name HEALTH INFORMATION ORGANIZATION & SUPERVISION. Course Number HITT Lecture - Lab - Credit.

COURSE SYLLABUS. Practicum Health Information Technology/Medical Records/Technician. HITT 2266 Number Lecture - Lab - Credit

ACCUPLACER Arithmetic & Elementary Algebra Study Guide

COURSE SYLLABUS. Cooperative Education - Electromechanical Technology/Electromechanical Engineering Technology. ELMT-2480 Number

DIVISION OF NATURAL SCIENCES AND MATHEMATICS TIDEWATER COMMUNITY COLLEGE VIRGINIA BEACH CAMPUS COURSE PLAN

MATH 0110 Developmental Math Skills Review, 1 Credit, 3 hours lab

MATH 0310 Course Document - Revised Spring 2014

LAKE ELSINORE UNIFIED SCHOOL DISTRICT

Central COLLEGE Department of Mathematics COURSE SYLLABUS. MATH 0308: Fundamentals of Math II

FLORIDA STATE COLLEGE AT JACKSONVILLE COLLEGE CREDIT COURSE OUTLINE

HIBBING COMMUNITY COLLEGE COURSE OUTLINE

COURSE SYLLABUS. Heating,Ventilation,and Air Conditioning(HVAC)Troubleshooting and Repair

Student Guide and Syllabus for MAT100 Introductory Algebra

Springfield Technical Community College School of Mathematics, Sciences & Engineering Transfer

Algebra I Credit Recovery

Developmental Mathematics Curriculum

SOUTHWEST COLLEGE Department of Mathematics COURSE SYLLABUS

Students who are not TSI complete in math are not allowed to enroll in any course with a math skill requirement.

Algebra 1 Course Title

SOUTHWEST COLLEGE Department of Mathematics

Copy in your notebook: Add an example of each term with the symbols used in algebra 2 if there are any.

EXPECTED LEARNING OUTCOMES:

COURSE SYLLABUS. Therapeutic Communities in a Criminal Justice Setting DAAC Lecture-Lab-Credit. NONE Prerequisite

1.3 Algebraic Expressions

Prerequisites: TSI Math Complete and high school Algebra II and geometry or MATH 0303.

Mathematics Spring Branch Campus

Mohawk Valley Community College MVCC MA115 Mr. Bauer

Chesapeake College. Syllabus. MAT 031 Elementary Algebra (silcox87517) John H. Silcox

Course Name: College Algebra Course Number: Math 1513 Semester: Fall 2015

Lackawanna College MAT 120 OA: College Algebra Spring I: January 26 March 20, 2015 Online Course 3 Credits

CENTRAL COLLEGE Department of Mathematics COURSE SYLLABUS

Syllabus MAT0020 College Preparatory Math (Self-paced Modular Course)

MATH 095, College Prep Mathematics: Unit Coverage Pre-algebra topics (arithmetic skills) offered through BSE (Basic Skills Education)

Prerequisite: MATH 0302, or meet TSI standard for MATH 0305; or equivalent.

Math 0980 Chapter Objectives. Chapter 1: Introduction to Algebra: The Integers.

COURSE SYLLABUS. Advanced Medical Coding. HITT 2346 Number Lecture - Lab - Credit

MATH : Intermediate Algebra

Algebra 1 If you are okay with that placement then you have no further action to take Algebra 1 Portion of the Math Placement Test

Math 131 College Algebra Fall 2015

El Paso Community College Syllabus Instructor s Course Requirements Summer 2015

Student Learning Outcomes; Upon successful completion of this course, students will be able to:

A. Factoring out the Greatest Common Factor.

A Year-long Pathway to Complete MATH 1111: College Algebra

Administrative - Master Syllabus COVER SHEET

Course Name: College Algebra - MML Course Number: Math 1513 Semester: Fall Instructor s Name: Hours Credit: 3

IVY TECH COMMUNITY COLLEGE REGION 03 SYLLABUS MATH 136: COLLEGE ALGEBRA SUMMER Instructor: Jack Caster Telephone: ext.

Alum Rock Elementary Union School District Algebra I Study Guide for Benchmark III

PERT Mathematics Test Review

Johnson County Community College

Syllabus. Prerequisite C or better in Basic Math Skills (MATD 0330), or its equivalent knowledge, or a passing score on the MATD 0370 placement test.

Florida Math Correlation of the ALEKS course Florida Math 0028 to the Florida Mathematics Competencies - Upper

COURSE SYLLABUS. TEXTS *The official list of textbooks and materials for this course are found on Inside NC.

MATH 2 Course Syllabus Spring Semester 2007 Instructor: Brian Rodas

Polynomial Operations and Factoring

Successful completion of Math 7 or Algebra Readiness along with teacher recommendation.

MAT 096, ELEMENTARY ALGEBRA 6 PERIODS, 5 LECTURES, 1 LAB, 0 CREDITS

MASTER SYLLABUS

COURSE OUTLINE OF RECORD

Alabama Department of Postsecondary Education. Representing The Alabama Community College System

NEOSHO COUNTY COMMUNITY COLLEGE MASTER COURSE SYLLABUS

Algebra and Geometry Review (61 topics, no due date)

MATH 1304 H COLLEGE ALGEBRA

SUMMER 2012 MATD 0370 ELEMENTARY ALGEBRA DISTANCE LEARNING Synonym 04503, Section 063

NSM100 Introduction to Algebra Chapter 5 Notes Factoring

RANGER COLLEGE SYLLABUS

COLLEGE ALGEBRA LEARNING COMMUNITY

THE SAULT COLLEGE OF APPLIED ARTS AND TECHNOLOGY SAULT STE. MARIE, ON COURSE OUTLINE

Higher Education Math Placement

Florida State College at Jacksonville MAC 1105: College Algebra Summer Term 2011 Reference: MW 12:00 PM 1:45 PM, South Campus Rm: G-314

CONSTRUCTION MANAGEMENT

Algebra 1. Curriculum Map

Sequence of Mathematics Courses

Access Code: RVAE4-EGKVN Financial Aid Code: 6A9DB-DEE3B-74F

SOUTHWEST COLLEGE Department of Mathematics

Math 073 D19 Advanced Mathematics 2 Fixed Pace Fall 2014 Course Outline

Precalculus Orientation and FAQ

SECTION 0.6: POLYNOMIAL, RATIONAL, AND ALGEBRAIC EXPRESSIONS

Gouvernement du Québec Ministère de l Éducation, ISBN

Brunswick High School has reinstated a summer math curriculum for students Algebra 1, Geometry, and Algebra 2 for the school year.

Algebra II New Summit School High School Diploma Program

Lyman Memorial High School. Pre-Calculus Prerequisite Packet. Name:

Florida Math for College Readiness

Math Placement Test Study Guide. 2. The test consists entirely of multiple choice questions, each with five choices.

EL CAMINO COLLEGE COURSE OUTLINE OF RECORD. Grading Method: Letter Credit/No Credit Both No Grade

Interpretation of Test Scores for the ACCUPLACER Tests

Zero: If P is a polynomial and if c is a number such that P (c) = 0 then c is a zero of P.

1.3 Polynomials and Factoring

North Arkansas College Student Course Syllabus Spring 2015

Semester Credit Hours: 3 Lecture Hours: 3 Lab Hours: 0 Course Description (NCTC Catalog):

ALGEBRA 2: 4.1 Graph Quadratic Functions in Standard Form

Cover Page. MTT 1, MTT 2, MTT 3, MTT 4 Developmental Mathematics I, II, III, IV MTE 1, MTE 2, MTE 3, MTE 4, MTE 5, MTE 6, MTE 7, MTE 8, MTE 9

COURSE SYLLABUS Co-Occurring Disorders DAAC 1305 Number Lecture - Lab - Credit. NONE Prerequisite

MATH : College Algebra Fall 2013

Saint Louis Christian College GMA101 Intermediate Algebra Professor Jon-Michael D. Brown I 3 Hours

MATH 1111 College Algebra Fall Semester 2014 Course Syllabus. Course Details: TR 3:30 4:45 pm Math 1111-I4 CRN 963 IC #322

Transcription:

COURSE SYLLABUS Intermediate Algebra 2-2 - 3 Lecture - Lab - Credit Prerequisite Beginning Algebra or a MATH THEA/ACCUPLACER score at the Remediation Standard This syllabus has been reviewed and is current on the date indicated. Prepared By Date Robert Peterson 6//2012 Reviewed By Division Director/Designee Date

Course Syllabus Page 2 I. Instructor Information Name: Robert Peterson Phone office/cell: 325-235-351/235-6048 Campus Office: Pevehouse 224 email: robert.peterson@tstc.edu im: robertpeterson1953@yahoo.com Office Hours: 10am 12pm, 1pm 3pm M Th; 8am 12pm, 1pm 5pm F Department Chair: Dana McElroy Chair email: dana.mcelroy@.tstc.edu II. III. IV. Class Times, Location 9:00 9:55am, 4:00 4:55pm M Th, Pevehouse 128 Program Outcomes Upon successful completion of this course the student will have acquired the skills necessary to enter MATH 1314 (College Algebra). Students will develop problem solving, listening, work ethic, and integrity skills. Course Description & Introduction This course is designed to continue the fundamental concepts of algebra. Algebraic fractions, exponents, polynomials, factoring, radicals, quadratic equations, and complex numbers will be studied. V. Learning Outcomes The student will: A. Simplify algebraic fractions B. Calculate exponents C. Perform operations on polynomials D. Simplify radical expressions E. Write quadratic equations F. Write complex numbers G. Build employability skills such as critical thinking, reading and work ethic VI. Assessment Methods & Grading Policy 1. Completion of online assignment 33% 2. End of chapter project 34% a. Minimum grade (0) for correct answers. b. Additional points (up to 30) for use of Word Documents, Excel Spreadsheets and Graphs, etc. These points do not count toward the minimum required in item a. c. All work must be submitted in electronic form. 3. Written test 33%

Course Syllabus Page 3 Grades are the accumulative average of the online work, end of section/chapter project and written tests. Written tests are open book/notes/computer that must be completed in a maximum of 2 (two) hours. The final average will give the grade listed here. Notice that an average less than 0% is not a passing grade. A: 90-100 B: 80-89 C: 0-9 F: 69 and below Makeup policy: Make ups for tests and end of chapter projects may be allowed on the discretion of the instructor on a case-by-case basis. It should be noted that make up tests are more difficult than regularly scheduled ones. The online assignments have firm due dates. A student passing ACCUPLACER or THEA while enrolled in this class shall immediately be awarded a letter grade A, provided that the student exhibits a document that shows his/her test scores and testing date. The testing date must run concurrent with the present semester in order to receive an A. Evaluation of Instruction At the end of the semester, each student will have the opportunity to fill out an anonymous online survey of this instructor and this course. The instructor will not be given access to the information until after all grades are posted. The evaluation is used to identify strengths and weaknesses of the instructor, the course, and the learning environment so that we may constantly improve. VIII. IX. ebook/reference Materials Introduction to Technical Mathematics, 5/E; Alyn J. Washington, Mario F. Triola, Ellena E. Reda; Prentice Hall, 2008 Additional Resources & Supplies Notebook Pencil X. Class Participation Policy & Student Conduct Overview of Course The time spent on working through this course becomes the responsibility of each student. In order to master the course objectives, the student must remain on pace. Overseeing the Foundations Math lab are instructors who will assist you and give you the reinforcement needed in order for you to be successful in this class. Attendance Instructors will monitor your attendance. Active participation is the way to success. Satisfactory attendance will be used as extra credit. Academic Integrity

Course Syllabus Page 4 Taking full advantage of your educational opportunity requires that all your work must be your own. Calculators are permitted. A graphing calculator is not required but would be very useful. Cell phones/pagers The use of cell phones or pagers is prohibited by college policy during class or lab times. Please be sure these devices are turned off before class or lab starts. Tobacco Products The use of tobacco products in this class is prohibited. XI. Safety Campus building occupants are required to evacuate buildings when a fire alarm activates. Alarm activation or announcement requires exiting and assembling outside. Familiarize yourself with all exit doors of each classroom and building you may occupy while receiving instructions. The nearest exit door may not be the door you used when entering the building. Students requiring evacuation assistance should inform the instructor during the first week of class. In the event of evacuation, follow the faculty s or class instructor s instructions. Do Not re-enter a building unless given instructions by the Fire Department, Campus/Local Police, or Fire Prevention Services. XII. Special Needs If you have a documented disability that will impact your work in this class, please contact the ADA Coordinator, so that appropriate arrangements for your accommodations can be made. The counselor on your campus can assist you in this process. In accordance with the federal law, a student requesting accommodations must provide documentation of his/her disability to the ADA Coordinator. For more information call (325)-235-441 or email donnie.armstrong@tstc.edu.

Course Syllabus Page 5 XIII. Course Schedule The following activities/assignments are subject to change; however, reasonable time will be given.

Course Syllabus Page 6 End-Of-Course Learning Outcomes Activities/s Due Dates Week #1: Exponents & Polynomials Write exponents in expanded form, use product, power and quotient rules of exponents, change negative exponents to positive exponents 1. Evaluate exponential expressions, use product, power and quotient rules 2. Define polynomials, polynomial functions, simplify, add and subtract polynomials Week #2: Exponents & Polynomials (cont.) 3. Multiply polynomials 4. Special products, FOIL, square binomials, product of sum and difference Week #3: Exponents & Polynomials (cont.) 5. Simplify negative exponents, convert numbers from standard to scientific notation and from scientific to standard 6. Divide polynomials using long division Week #4: Exponents & Polynomials (cont.). Use synthetic division to divide polynomials, evaluate polynomials using remainder theorem 5 Skills Validation 1 Skill Validation Written Test/ End of chapter project End-Of-Course Learning Outcomes Activities/s Due Dates Week #5: Factoring Polynomials Find greatest common factor, factor binomials and trinomials, solve quadratic equations and problems by factoring 1. Find greatest common factor, factor polynomial by grouping 2. Factoring polynomials of type x 2 + bx + c Week #6: Factoring Polynomials (cont.) 3. Factoring perfect square polynomials 4. Factoring polynomials of type ax 2 + bx + c Week #: Factoring Polynomials (cont.) 5. Factoring binomials 6. Solving quadratic equations by factoring Week #8: Factoring Polynomials (cont.). Solving problems using factoring 8. Quadratic equations and problem solving Week #9: Factoring Polynomials (cont.) Skills Validation 2 Skill Validation Written Test/ End of chapter project 8

Course Syllabus Page End-Of-Course Learning Outcomes Activities/s Due Dates Week #10: Rational Expressions Simplify rational expressions, add/subtract/multiply/divide rational expressions, solve equations with rational expressions, simplify complex fractions 1. Find domain of rational expression, simplify rational expressions 2. Multiply and divide rational expressions 3. Add and subtract rational expressions w/common denominator, find least common denominator of rational expressions 4. Add and subtract rational expressions with unlike denominators Week #11: Rational Expressions (cont.) 5. Solve equations containing rational expressions 6. Proportions and problem solving Week #12: Rational Expressions (cont.). Simplifying complex fractions Skills Validation 3 Skill Validation Written Test/ End of chapter project 9 Week #13: Rational Exponents. Radicals Identify radical expressions, add/subtract/multiply/divide radical expressions and complex numbers 1. Find square and cube roots, simplify radicals, add/subtract/multiply/divide radical expressions 2. Rationalize denominators of radical expressions, Week # 14: Imaginary and Complex Numbers 1. Imaginary numbers 2. Add/subtract/multiply/divide complex numbers Skills Validation 4 Skill Validation Week #15: Quadratic Equations and the Quadratic Formula 3. Solving quadratic equations by End of completing the square Semester 4. Solving quadratic equations using End of the quadratic formula Semester Skills Validation 5 Skill Validation End of Semester All assignments/tests must be completed by 5pm Friday, December, 2012 XIV. Instructor CV

Course Syllabus Page 8 Robert C. Peterson, PE (325) 235-351 (325) 235-6048 robert.peterson@tstc.edu Education Bachelor of Science December 1982 New Mexico Institute of Mining & Technology Major: Mining Engineering Bachelor of Science June 195 Oregon State University Major: Geology Minor: Naval Science Military Service Midshipman, United States Naval Reserve, 191 195 Commissioned Officer, United States Navy, 195 199 Certification Professional Engineer, State of Texas Employment March 2000 to Present June 1991 to March 2000 January 1985 to November 1990 Instructor, Texas State Technical College Safety Engineer, Lone Star Industries Mining Engineer, Domtar Industries Professional Awards 2006-200 W.R. Potter Mark of Teaching Excellence June 2006 D.E.S.I.R.E Employee of the Month