COURSE INFORMATION SHEET – MATH 011-SPRING 2011 Professor: Professor Grone Office: R116 Phone: 732-255-0400 ext. 2357 e-mail:sgrone@ocean.edu Course Number and Title: Introduction to Algebra I, MATH 011 Dates, room and times: Classes begin Monday, January 24, 2011. The last day of class is Monday, May 16, 2011. Section 01: Monday and Thursday 8:00 a.m. – 9:15 a.m. INST110 Section 09: Tuesday and Friday 8:00 a.m. – 9:15 a.m. R102 Section 17: Wednesday 11:00 a.m. – 1:40 p.m. R102 Days off: Monday, February 21, 2011, Monday, March 14 – Sunday, March 20, 2011 Withdrawals: All withdrawals must be initiated by the student. A grade of F is assigned to a students who stops completing tests and does not request a withdrawal by the deadline. The last day to withdraw from the course with a grade of W is Monday, April 4, 2011. The signed Add/Drop form must be submitted to the Office of Admissions and Records before the end of the business day on April 4, 2011. Office Hours: Mon. –Thurs. Tues. -Fri. Wed. 11:00 a.m. – 11:50 a.m. 9:30 a.m. – 10:20 a.m. 10:00 p.m. – 10:50 p.m. R116 R116 R116 To arrange a meeting with your instructor in addition to the regularly scheduled office hours, please contact your instructor directly or contact the Department of Mathematics. Phone: 732 - 255 – 0368 or e-mail: latanasio@ocean.edu. If there is any student who feels that he or she may need an accommodation for any type of disability, please see me individually. Feel free to discuss all special needs with me. I would welcome the opportunity to help all of you in anyway possible. You may also discuss special needs with a staff member of Disability Services. Course Description A course designed for those students who do not have the necessary background in basic algebra or are in need of a thorough review of basic algebra. Topics include: real numbers, arithmetic using real numbers, evaluating algebraic expressions, solving equations for a variable, graphing linear equations, polynomials, and solving systems of equations. This course cannot be used to satisfy degree requirements. 1 Required Text Understanding Elementary Algebra, Second Edition, by Feneis, et al. Recommended: Solutions Manual for Understanding Elementary Algebra Online Videos There is a video available for every section in the book. The videos run approximately 20 min. each. To access them from off campus go to Ocean Cruiser, log in, click on our course, then on my assignments. You will find a link to take you to the videos. Course Learning Outcomes/Objectives a. Solve arithmetic problems using positive and negative real numbers b. Solve linear equations for the variable. c. Evaluate algebraic expressions. d. Solve problems using the correct order of operations. e. Find equations of lines given specific information. f. Solve application problems using linear equations. g. Solve linear inequalities for a variable. h. Graph coordinates and straight lines on a rectangular coordinate system. General Education Goals Addressed in this Course This course will meet General Education Goal #1 to develop the ability to become an independent thinker through mathematical, scientific, and philosophical reasoning, and Goal #3 to develop the ability to solve problems by collecting, organizing and evaluating information. Course Standards 1. At least 5 tests are given in this course and quizzes will be given daily. Your quiz average is determined by dropping the lowest two quiz grades and averaging the rest. If you miss a quiz a zero is recorded. 2. To compute your average, the lowest of the tests is added once and each of the other test scores is added twice. The quiz average is added once. Divide by the total number of grades; do not round your average up. The final grade is determined according to the following system: 90– 100 88– 89.9 80-87.9 78 – 79.9 70 – 77.9 0 – 69.9 A B+ B C+ C F 2 Educational Statement: Your primary concern in taking this course is probably that you will receive a high quality course which will prepare you for college mathematics. It is my objective to provide such a course for you and I will do my best to achieve this objective. You are paying your hard-earned money for this class and you deserve nothing but a high quality college level course. With this in mind you should anticipate a demanding course, which will require you to make a commitment of quality time. I anticipate that you should allocate 12 to 15 hours per week outside of class to fully benefit from the educational opportunities available in this course and which will confirm it as part of your quality education. I wish you a high level of success in the course and I stand ready to assist you in any way possible or to provide individual accommodations as necessary. Please feel free to make extensive use of my office hours. Your education and academic success are very important to me. . Attendance: 10% class cuts are permitted but not encouraged. Good grades often are related to good class attendance. My advice, “Don’t miss class.” I may drop you from the course if you miss more than 10% of the classes. Withdrawals: All withdrawals must be initiated by the student and completed by midsemester. A student who wishes to withdraw should first confer with me. If the student then decides to withdraw, he/she should obtain my signature on the proper withdrawal form. Students who simply stop attending class may be assigned a grade of F. Make Up Tests: (Very important – please read carefully!) In general make up tests will not be given. All students are expected to take tests on the day scheduled during the normal class period unless other arrangements are made in advance. It is very important to realize that missing a test is a serious situation; a zero grade will be recorded. If for some valid reason, you are delayed in arriving for the test, please contact me immediately and it may be possible to take the test later that day. I will judge the validity of your reason when you call. If there is a serious situation (hospitalization, death in family or the like) that prevents you from taking the test, you should contact me immediately. You must contact me by the day of the test not the day after the test. My voice mail can be accessed 24 hours a day by using extension 2357. Leave a phone number where I can reach you. You must meet with me upon your return to school, and present written documentation for your absence. 3 Please keep in mind, that only extraordinary circumstances will warrant the taking of a make up test and that written documentation will be required. Course Outline a. Evaluating algebraic expressions b. Properties of the real number system c. Powers and roots. d. Distributive property and combining like terms. f. Solving linear equations and applications. g. Add, subtract, multiply, and divide polynomials h. Applications of polynomials i. Graph coordinates on a rectangular coordinate system j. Graph equations of straight lines. k. Graphing using slope and y-intercept. l. Parallel and perpendicular lines. m. Solving Quadratic Equations by: Factoring, Square-Root Property, Completing the square, quadratic formula. n. Graphing quadratic functions. Calculators: Calculators may NOT be used for this course. Proper Classroom Behavior: 1. Please avoid private conversations during the class period since this is distracting and disturbing to other students. Even if your private conversations are relevant to our discussion, I will not be able to allow it to continue since it is unfair and discourteous to your fellow students. 2. Please treat all students in the class with respect and consideration. I encourage all students to participate in class discussions and expect them to be treated properly. Humorous comments should never be made at another person’s expense. At no time will I allow any student to be treated disrespectfully. 3. Please arrive for class on time. A late arrival tends to disrupt the class and distract all of us. If you believe you have some extenuating circumstance affecting your arrival time, please see me privately. 4. Please expect to stay for the entire class period. If at any time you are forced to leave early, please try to see me before the start of class. 5. Please avoid the practice of an early “pack-up time” at the end of class. I find this extremely distracting and other students will complain to me about it. I rarely go over time, so you can normally expect to be out of class on time. However, please keep in mind that I will determine the end of the class period, and I expect your attention and participation until that occurs. 4 6. Please turn off all cell phones, beepers, pagers, or any other devices, which could disrupt the class. 7. If an individual were to repeatedly disregard any of the above requirements, I would be forced to ask him/her to leave the class for the benefit of all the students. I will do my best to provide a high quality educational atmosphere conducive to learning mathematics. If you have any questions on these procedures or if at any time you find some aspect of the class to be distracting or disturbing to you, please see me individually as soon as possible. All of your concerns will be kept confidential. Statement of Plagiarism: Students should review Policy # 5180. This information can be found in the Student Handbook Planner. Cheating on a test is considered a major offense and will be reported to the Dean of Mathematics, Science and Technology and the Dean of Special Services for further action. Campus Resources and Services: Tutoring is available in the Mathematics Tutoring Center and in the Writing Lab. Ocean Cruiser: I post homework assignments, powerpoints, links to videos, grades and attendance on Ocean Cruiser. Please check Ocean Cruiser on a regular basis. If you are absent for a class, you can access the assigned homework. Ocean Cruiser is the official email communication for students at OCC (firstname_lastname@occ.mailcruiser.com) Disclaimer: Reasonable changes to this course information sheet may be made exclusive of course requirements, course calendar and grading procedures. All individuals should not assume that anything received, sent, or stored in this course or in any course is private. Students’ written work, assignments, and test results may be used anonymously for college assessment purposes. Course content, support materials, and communications (including chats, discussions, emails, and any other forms of communication) may be used for quality assurance purposes by authorized college administrators. Please note: Failure to pay for this course may result in your being dropped for non-payment. 5