ࡱ>  8bjbj$$ >>F|F| } 84<8V>>>>>O8Q8Q8Q8Q8Q8Q8$J;=Du89@u8>>B8j>R>O8O86 4`"6>l*4;88085@>F@>866@>7u8u88@> :  Math 110 - College Now Syllabus SMSU Course Title: College Algebra SMSU Faculty Mentor: High School: High School Teacher: Semester and Year Text: Ron Larson, (2014), College Algebra, 9th Edition, Brooks and Cole. (Or other approved text.) Course Description: A study of the fundamental concepts of algebra. Topics include: equations and inequalities; polynomial, rational, exponential, and logarithmic functions and their graphs; and systems of linear equations. The required preparation is three years of high school mathematics, including at least Algebra II or MATH 060. Learning Outcomes: Upon completion of this course students will: Have gained knowledge of the mathematical techniques essential to solving mathematical problems at the college level. Have gained familiarity with correct mathematical reasoning techniques, proofs, and avoidance of fallacies. Be able to apply mathematics to many areas of historical and contemporary interest, which may include economics, engineering, natural science and social science. Minnesota Transfer Curriculum Goal 04 - Mathematical/Logical Reasoning: Illustrate historical and contemporary applications of mathematical/logical systems. Clearly express mathematical/logical ideas in writing. Explain what constitutes a valid mathematical/logical argument (proof). Apply higher-order problem solving and/or modeling strategies. Prerequisites: In order to be ready for the content of this course, students should have previously covered the following topics. Real Numbers Exponents and Radicals Polynomials and Factoring Rational Expressions Coordinate Systems Major Content Areas: Equations and Inequalities Linear Equations, Graphs, and Applications Quadratic Equations and Applications Complex Numbers Other Types of Equations Inequalities Functions and Graphs Functions Graphs of Functions Parent Functions Transformation of Functions Composite and Inverse Functions Polynomial Functions Quadratic Functions Higher Order Polynomial Functions Division of Polynomials Zeros of Polynomials Applications Rational Functions Rational Functions and Asymptotes Graphs of Rational Functions Exponential and Logarithmic Functions Exponential Functions and Graphs Logarithmic Functions and Graphs Properties of Logarithms Exponential and Logarithmic Equations and Applications Systems of Equations Linear and Nonlinear Systems of Equations Two Variable Linear Systems Multivariable Linear Systems Grades: Final grades will be based on the following percentages. Homework, attendance, and participation d" 15 % Quizzes, tests, and final exam e" 85 % Attendance Policy: Tentative Semester Schedule: Final Exam: The final exam will be cumulative and given during the final exam period for this class. Liberal Education Student Learning Outcomes: Upon completion of the Liberal Education Program at SMSU, students will: Understand the techniques and habits of thought in a variety of liberal arts disciplines, having attained an adequate foundation of knowledge in those disciplines. Communicate effectively. Be creative thinkers able to identify, formulate, and solve problems using interdisciplinary perspectives. Be critical thinkers who evaluate information wisely and examine how assumptions and positions are shaped. Understand both physical and social aspects of the world and their place in it. Embrace the similarities among peoples and appreciate the diversity that enriches the human experience. Analyze moral judgments and engage in moral discourse. Practice responsible citizenship in their local and global communities. Continue life-long learning. Integrate mind, body, and spirit, the essential elements of a flourishing life. College Now Statement: College Now is SMSU's concurrent enrollment program. Concurrent enrollment allows qualified high school students to earn college credit in their high school, during their regular school day. College Now classes are taught by qualified high school teachers and are supervised by SMSU faculty members.These classes are actual SMSU courses where students earn actual SMSU credit. There is no cost to the student for these courses, providing an outstanding opportunity for students to earn college credit and jumpstarting their college careers without incurring additional debt. Academic Honesty: The aim of the academic honesty policy is to maintain the academic integrity of Southwest Minnesota State University and promote an intellectual climate of honesty and integrity. To maintain an environment of academic integrity all students are required to accept personal responsibility for their work at ÿմ. Any offense against the academic honesty policy compromises the educational integrity of ÿմ and will be considered a grave offense. Offenses against academic honesty are acts which unjustly advance ones academic standing at ÿմ and include knowingly permitting or knowingly aiding a person in an offense against the academic policy. Plagiarism: Presenting someone elses work or ideas as your own. Plagiarism will include, but not be limited to: 1. Submitting someone elses work or ideas as your own, including but not limited to homework assignments, term papers, research reports, lab reports, group projects, artistic works, tests, or class presentations. 2. Submitting someone elses electronic work as your own, including but not limited to video clips, audio clips, electronic files, electronic programs, and any other copied electronic page, document, article, review, etc. 3. Submitting someone elses work as your own with minor alterations. Paraphrasing without proper citation is also plagiarism. 4. Submitting someone elses work without appropriate use of quotations, paraphrases, footnotes, or references.   !5DE[\jk Ķvpgpg`VgpgpgpgMh|h DCJh^h D6CJ h D6CJh^h DCJ h DCJhG hzOJQJhG h=5OJQJaJhG hz5OJQJaJhG hR5OJQJaJh D5OJQJaJhG hGR5OJQJaJhG hR5CJOJQJaJhG h=5CJOJQJaJh D5CJOJQJaJhG hGR5CJOJQJ!E\k H I \  n   Y & F 8^8gd D & F 8^8gd D^gd Dgd D 0^`0gd DgdzdhgdGRgdR H I Z [ \  i k   / W X % & q [\opq4GHXYt !tuvh|hBCJ hBCJh D5CJ\hh DCJ\ h DCJ\h|h DCJ\h|h D5CJ\h|h DCJhh DCJ h DCJB 0 p q 3H[\q)4^gdB & F gd D & F 8^8gd D & Fgd D^gd Dgd D & F 8^8gd D4HYu !4Wuv01Fq & F 8^8gd D^gdB & F gd Dv/01Eq,.8N|~  ¶thG hO-5CJOJQJaJhG hz5CJOJQJaJhG hD3k5CJOJQJaJhG hOJQJ h|h Dh^h D5CJ aJ hh DCJh^h DCJh^h DCJ aJ h^h DCJh|hBCJ h DCJh|h DCJ&q>gdz n^`ngd D$a$gd D `^``gd Dgd D$ pP `^``a$gd D$ ^`a$gd D$8^8`a$gd D & F gd DY<#@ 7$8$H$gdzd-DM ^gdqd-DM gdq & F-DM ^gdD3k-DM ^gdD3kgdzXôo`PA0 hG hzCJOJPJQJaJhG hqCJOJQJaJhG hz5CJOJQJaJhG hO-CJOJQJaJ1hG hqB*CJOJQJ^JaJmH phsH (hG hq5B*CJOJQJaJph,hG hz5B*CJOJQJ^JaJphhG hzCJOJQJaJhG hD3k5CJOJQJaJ(hD3khD3kCJOJQJ^JaJmH sH .hD3khD3k6CJOJQJ]^JaJmH sH W[1 88888888gdzp07$8$H$^p`0gdq07$8$H$^`0gdA507$8$H$^`0gdq 7$8$H$gdq 7$8$H$^gdq 7$8$H$`gdq lmZ[ 8888 8 8 8 88888888͹xtxtxtxtfbh=jh=UmHnHuh,jh,UhG hzOJQJhG hzCJOJQJaJhG hqCJOJQJaJUhA5CJOJPJQJaJ&hG hq5CJOJPJQJ]aJ hG hO-CJOJPJQJaJ hG hzCJOJPJQJaJ hG hqCJOJPJQJaJ!      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