Course #1506/ Course Syllabus Beginning College Algebra


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1 501 West College Drive Brainerd, MN 5640 Headings Red = CLC syllabus Blue = High School Info. Black = additional info. Pierz Healy High School 112 Kamnic Street Pierz, MN Course #1506/ Course Syllabus Beginning College Algebra Instructor: Mrs. LeBlanc Office:226 Office Hours: Office Phone: ext#1275 Course Information Course Title: Beginning College Algebra Credits: 4 Term: Fall Semester 2014 Prerequisites: Students must meet at least one of the following prerequisite requirements in order to enroll in this course: Accuplacer score of 52 or higher on the Elementary Algebra exam, OR Accuplacer score of 65 or higher on the Arithmetic exam, OR ACT Math score of 21 or higher Course Description: This course will review many introductory topics as well as introduce some new topics in algebra. Topics taught in this course include linear equations, linear inequalities, equations of lines, graphing exponents, polynomials, factoring, systems of equations, quadratic equations, rational expressions and equations, complex numbers, radicals, absolute value equations and inequalities, and functions. Additional topics may also be covered. Course Purpose Beginning College Algebra is a prerequisite to several collegelevel math courses. Students who successfully complete MATH 1506 will earn elective credit and may take MATH 1470, College Algebra, or MATH 1460, Intro to Statistics in future semesters. This course does not fulfill Goal 4 of the Minnesota Transfer curriculum. Page 1 of 6
2 CourseSpecific Learning Outcomes Simplify algebraic expressions Solve linear equations and inequalities Graph linear equations in two variables Write equations of lines Determine if a relation is a function Evaluate functions using function notation Solve application problems using linear functions Solve systems of equations Solve application problems using systems of equations Simplify expressions involving exponents Perform operations on polynomials Factor polynomials Solve higher degree equations by factoring Simplify and perform operations with rational expressions Simplify and perform operations with radicals Perform operations with complex numbers Solve quadratic equations using the quadratic formula CollegeWide Learning Outcomes Analyze and follow a sequence of operations Apply abstract ideas to concrete situations Utilize appropriate technology Topical Outline Basic Properties and Definitions Chapter Prerequisites (1) Simplify numerical expressions using order of operations Algebraic expressions by applying the distributive property and combining like terms Exponents Chapter Prerequisites (2) Apply the properties and rules for exponents Solve problems using scientific notation Equations (in One Variable) Chapter Solve linear equations Solve application problems using linear equations Solve problems using literal equations Inequalities (in One Variable) Chapter Solve simple and compound inequalities Graph the solution set to an inequality on a number line Page 2 of 6
3 State the solution set to an inequality using interval notation Solve application problems using inequalities Functions Chapter  2.1, 2.2 Define a relation and a function Identify the graphs of basic functions Use function notation Linear Functions Chapter Graph linear equations by finding intercepts or making a table Graph horizontal and vertical lines Graph linear equations using the slope and yintercept Determine the slope of a line from the graph, the equation, or two points on the line Determine the equation of a line from a graph, story, or description of point(s) Determine if two lines are parallel, perpendicular, or neither Inequalities in Two Variables Chapter Graph linear inequalities in two variables Systems of Linear Equations (in two variables) Chapter  8.1, 8.2 Solve systems of linear equations by graphing (by hand) Solve systems of linear equations using elimination Solve systems of linear equations using substitution Solve systems of linear equations using a graphing calculator Solve application problems using a system of equations Polynomial Operations Chapter Prerequisites 4 and 5 Add, subtract, multiply, and divide polynomials Factor polynomials completely Rational Expressions and Equations Chapter Prerequisites 6 Add and subtract rational expressions (with common denominators) Multiply and divide rational expressions Solve basic rational equations Rational Exponents and Roots Chapter Prerequisites 3 Simplify expressions involving rational exponents Apply properties of radicals Write radical expressions in simplest form Solve basic radical equations Complex Number Operations Chapter Add, subtract, and multiply complex numbers Quadratic Functions Chapter 1.6 and 2.2 Solve quadratic equations by factoring Solve quadratic equations using the quadratic formula Solve application problems using quadratic equations Graph a parabola Required/Recommended Textbooks, Materials/Supplies Page 3 of 6
4 College Algebra and Trigonometry, Third Addition: Mark Dugopolski: ISBN # Grading Criteria/Course Evaluation: Quarter Grade Tests 40% Quizzes 30% Homework 15% Reading and Research Projects 15% Semester grade will be on a weighted system Quarter 1 50% Quarter 2 50% Grading Scale A 93% A 90% B+ 87% B 83% B 80% C+ 77% C 73% C 70% D+ 67 D 63% D 60% Student Requirements Most students will need to invest about 6 hours per week into homework. Beginning College Algebra builds on previous algebra skills. You will need to invest additional time reviewing and practicing if your skills are not strong coming into the class. Statement of Accommodation  ADA As an affirmative action, equal opportunity employer and educator, Central Lakes College is committed to a policy of nondiscrimination in employment and education opportunity and works to provide reasonable accommodations for all persons with disabilities. Accommodations are provided on an individualized, asneeded basis, determined through appropriate documentation of need. The accommodations authorized in your plan should be discussed with your instructor. All discussions will remain confidential. For details specific to CLC, please contact Andria Belisle, Disability Coordinator, or , office E138. Affirmative Action Statement Central Lakes College is committed to a policy of nondiscrimination in employment and education opportunity. No person shall be discriminated against in the terms and conditions of employment, personnel practices, or Page 4 of 6
5 access to and participation in programs, services, and activities with regard to race, sex, color, creed, religion, age, national origin, disability, marital status, status with regard to public assistance, or sexual orientation. Emergency Procedures Emergency information and procedures can be found in each classroom. Please take time to review these procedures. Academic Integrity Academic integrity is one of the most important values in higher education. This principle requires that each student's work represents his or her own personal efforts and that the student acknowledges the intellectual contributions of others. The foundation for this principle is student academic honesty. Central Lakes College expects all students to uphold the highest standards of academic integrity and acts of dishonesty will not be tolerated. See the student handbook for more detailed information. Professional Conduct and Communication are expected. Formal and professional conduct is expected of you at all times in lecture, lab and on campus. Your practice of study, communication, politic, interpersonal and group interaction skills, generally accepted and expected of a medicalprofessional, begins and / or continuously improves in this class. Proactively shared, cooperative assistance is highly valued in the professional setting because it is a critical factor in providing quality health care and quality science. Because unprofessional, disruptive, and / or rude behavior demonstrated by you is harmful to the quality of health care in the professional setting to which you aspire, its demonstration in this educational setting toward anyone, including me, is unacceptable and will result in your immediate discharge from the classroom / lab. Your grade and your continued membership in the course will be negatively affected based upon the severity of the offense. Cheating / Plagiarism  Cheating / Plagiarism are not tolerated in any form. Cheating defined: Copying, in part or in whole, from another s test or other evaluation instrument or obtaining answers from another person during the test. Submitting work previously presented in another course, if contrary to the rules of either course. Using or consulting, sources or materials not authorized by the instructor during an examination Altering or interfering with grading or grading instructions Sitting for an examination by a surrogate, or as a surrogate Any other act committed by a student in the course of his or her academic work, which defrauds or misrepresents, including aiding or abetting in any of the actions defined above Talking or consulting during the test with another person Giving / providing in any way, information to other students that allows the student an undeserved advantage on an exam or quiz, such as telling a peer what to expect on a makeup exam or prepping a student for a test in another section of the same class. Plagiarism defined: The act of incorporating the ideas, words, sentences, paragraphs or parts thereof, or the specific substance of another s work, without giving appropriate credit, and representing the product as one s own work Representing another s artistic/scholarly or similar works as one s own Plagiarism may either be deliberate or unintentional, but it must be avoided with all due diligence Consequences of academic dishonesty, unacceptable behavior: Upon the first infraction of academic dishonesty, the instructor may do one or more of the following: Give a lower or failing grade on the assignment or exam Give a lower or Fail grade in the course Page 5 of 6
6 Refer the student to the Vice President of Student Services for student disciplinary action. School Closings: Follows District 484 s Schedule Page 6 of 6
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