# SYLLABUS MATH 1221 Finite Mathematics (ONLINE)

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1 SYLLABUS MATH 1221 Finite Mathematics (ONLINE) Instructor: Dr. Lila F. Roberts Office: University Center Office Phone: Course Web Page Office Hours: (unless otherwise announced) or by appointment Monday Face- to- Face by appointment Tuesday Online 8:00pm- 9:00pm Wednesday Online 8:00pm- 9:00pm Thursday Face to Face by appointment Other days/times by appointment. Please contact me by to schedule an appointment. NOTE: Here are some dates that I will NOT be in the office, but in most cases I should have online availability by and possibly chat and discussion. March April Other dates will be announced as necessary. Prerequisite: A grade of C or higher in MATH 1101 or MATH 1111 (or any other Area A mathematics course) Course Description: This course is a mathematical preparation for the understanding of various quantitative methods in modern management, information technology, and social sciences. Topics include: sets, logic and circuits, basic combinatorics including permutations and combinations, probability and probability distributions, systems of linear equations, matrix theory, and linear programming using a geometric approach. Additional topics that may be included are elementary statistical distributions, Markov chains, and game theory. Course Learning Outcomes: After successful completion of the course the student will be able to: 1. Solve systems of linear equations using various methods including matrices. 2. Construct and solve simple linear programming problems graphically. 3. Demonstrate mathematical reasoning ability with arguments and symbolic logic. 4. Apply basic concepts of set theory, combinatorics, and probability to practical problems. 5. Manipulate mathematical information, concepts, and thoughts in verbal, numeric, graphical and symbolic form while solving a variety of problems.

2 6. Use appropriate technology in the evaluation, analysis and synthesis of information in problem- solving situations. Course Objectives: Students in this course will be able to: Solve linear systems using the Echelon and Gauss- Jordan Methods Perform simple arithmetic operations involving matrices Demonstrate how to find an inverse of a given matrix Graph linear inequalities Set up and solve linear programming problems graphically Read and write logical statements in symbolic form Construct and interpret truth tables Analyze mathematical arguments and logical proofs Utilize set notation Draw Venn diagrams to interpret set information Work with basic concepts of probability Solve applications involving conditional probability Solve applications using Bayes Theorem Demonstrate the use of basic counting principles Solve problems using permutations and combinations Use a probability distribution to determine the expected value Determine the probability of success for a binomial distribution Required Materials: TEXT: Lial, Greenwell, Ritchey, Finite Mathematics, 9/E, Addison Wesley, You have a couple of options for purchasing the required textbook. Regardless of the option you choose, you will need the following Course ID to access the online course materials: roberts Option 1: Purchase a hard copy of the textbook bundled with a MyMathLab access ID. This will also provide access in to the Course Compass online course and online textbook. This textbook bundle is available for purchase in the Clayton State bookstore. Option 2: Purchase the online- only access into the course by going to and enter the course ID. The cost of this online option is \$82.00 (payment by credit card or PayPal. Online access does include an online version of the textbook.) REGARDLESS OF THE OPTION YOU CHOOSE, PLEASE USE YOUR OFFICIAL CLAYTON STATE ADDRESS. I CANNOT COMMUNICATE WITH YOU REGARDING THE COURSE IF YOU USE ANOTHER ADDRESS. NOTEBOOK COMPUTER: Every Clayton State student is required to have ready access throughout the semester to a notebook computer that meets faculty- approved hardware and software requirements for the student s academic program. The full details of this policy can be found at

7 There are no make up provisions for quizzes and tests except in the case of extreme and documentable hardship. Important Dates: Classes Begin: January 9 Online Orientation available on GA View Martin Luther King Day: January 16 Last day to complete online orientation: January 17 at 5pm ON- CAMPUS Midterm Exam:: February 24 6:30-8:30pm UC- 312 Midterm Grade Reporting: February 14- February 28 Last day to withdraw with grade of W: March 2 Spring Break: March 3- March 10 Course and Instructor Evaluations: April 16- April 30 ON- CAMPUS Final Exam: May 4 6:30-8:30pm UC- 312 Attendance: Three face- to- face meetings (as announced above) are required. In order to be able to take the examinations, each student must present a valid photo ID card. Student Responsibilities: Students are expected to abide by the Clayton State Student Code of Conduct in the Clayton State University Student Handbook. Any student who violates conduct code regulations will face disciplinary action and/or University sanctions. Any instance of academic dishonesty will be dealt with according to written university policies. For information about Disability Services, contact the Director of Disability Services (Office of Disability Services, 255 Student Center) at or NOTE: Sometimes changes to the syllabus are necessary. If this happens, all changes will be communicated by and by communication on the class wiki, Georgia View, and MyMathLab.

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