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Class meeting time and place: 12:30-1:45 PM Tues and Thurs in NM 210 Office: N&M Room 308 Office Hours: Monday 9-12, Tuesday 3:30-4:30, Wednesday 9-11:30, Thursday 8:30-9:30 Text and Materials: Textbook: Mathematical Applications for the Management, Life, and Social Sciences, by Harshbarger & Reynolds, Eighth Edition. A scientific calculator is required. Graphing calculators are NOT allowed. Course Requirements: Online homework on the WebWork system, completed outside of class Daily quizzes similar to assigned homework problems from the textbook (homework is not collected), given at the beginning of each class 3 tests (lasting 75 minutes), taken in class Final Exam (lasting 2 hours), taken on Tuesday, December 15, 10:30 - 12:30 Grading Policy: The Final Grade will be determined by the scale: 100%-90% A, 89%-80% B, 79%-70% C, 69%-60% D, and 59% and below is an F.
Attendance Policy: Missed daily quizzes MAY NOT be made up. Exam makeups must be approved beforehand with documentation of a valid university sanctioned excuse. Bring your university ID card to all exams. Arrive on time (early) to class because quizzes will be given at the beginning of class. DO NOT use your cell phone in class. This especially includes texting. Phones should be set to silent mode and put away during class time. I will confiscate your cell phone for the duration of the class period if I see you use it during class. You may NOT use your cell phone as a clock or calculator on quizzes or exams.
Course Calendar: (subject to change)
Suggested HW
Academic Integrity (A-9.1) Academic integrity is a responsibility of all university faculty and students. Faculty members promote academic integrity in multiple ways including instruction on the components of academic honesty, as well as abiding by university policy on penalties for cheating and plagiarism.
Definition of Academic Dishonesty Academic dishonesty includes both cheating and plagiarism. Cheating includes but is not limited to (1) using or attempting to use unauthorized materials to aid in achieving a better grade on a component of a class; (2) the falsification or invention of any information, including citations, on an assigned exercise; and/or (3) helping or attempting to help another in an act of cheating or plagiarism. Plagiarism is presenting the words or ideas of another person as if they were your own. Examples of plagiarism are (1) submitting an assignment as if it were one's own work when, in fact, it is at least partly the work of another; (2) submitting a work that has been purchased or otherwise obtained from an Internet source or another source; and (3) incorporating the words or ideas of an author into one's paper without giving the author due credit.
Please read the complete policy at http://www.sfasu.edu/policies/academic_integrity.asp
Having another person complete your WebWork assignments constitutes academic dishonesty.
Withheld Grades Semester Grades Policy (A-54)
The circumstances precipitating the request must have occurred after the last day in which a student could withdraw from a course. Students requesting a WH must be passing the course with a minimum projected grade of C.
Students with Disabilities
To obtain disability related accommodations, alternate formats and/or auxiliary aids, students with disabilities must contact the Office of Disability Services (ODS), Human Services Building, and Room 325, 468-3004 / 468-1004 (TDD) as early as possible in the semester. Once verified, ODS will notify the course instructor and outline the accommodation and/or auxiliary aids to be provided. Failure to request services in a timely manner may delay your accommodations. For additional information, go to http://www.sfasu.edu/disabilityservices/.
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Date |
Topic |
Required Reading |
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September 1 |
Review / Limits |
9.1 |
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September 3 |
Continuous Functions and Limits |
9.2 |
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September 8 |
Rates of Change |
9.3, 9.4 |
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September 10 |
Derivative Formulas, Product and Quotient Rule |
9.4, 9.5 |
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September 15 |
Chain Rule |
9.6 |
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September 17 |
Derivative Formulas and Higher Order Derivatives |
9.7, 9.8 |
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September 22 |
Applications and Review |
9.9 |
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September 24 |
Exam 1 |
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September 29 |
Maxima and Minima |
10.1 |
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October 1 |
Concavity and Second Derivative Test |
10.2 |
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October 6 |
Optimization Problems |
10.3 |
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October 8 |
Applications to Business/Rational Functions |
10.4, 10.5 |
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October 13 |
Derivatives of Logarithmic and Exponential Functions |
11.1, 11.2 |
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October 15 |
Review |
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October 20 |
Exam 2 |
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October 22 |
Implicit Differentiation |
11.3 |
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October 27 |
Related Rates |
11.4 |
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October 29 |
Indefinite Integrals and The Power Rule |
12.1, 12.2 |
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November 3 |
Integrals of Exponential and Logarithmic Functions |
12.3 |
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November 5 |
Applications of Integrals |
12.4 |
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November 10 |
Differential Equations |
12.5 |
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November 12 |
Review |
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November 17 |
Exam 3 |
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November 19 |
Integrals and Area |
13.1,13.2 |
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November 24 |
Definite Integrals and the Fundamental Theorem |
13.2, 13.3 |
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November 26 |
No Class – Thanksgiving |
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December 1 |
Areas between curves |
13.4 |
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December 3 |
Integration by Parts |
13.6 |
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December 8 |
Tables of Integrals and Improper Integrals |
13.5, 13.7 |
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December 10 |
Review |
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December 15 |
Final Exam from 10:30-12:30 |
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