Syllabus materials

Planning calendars appear in the Calendars column on the left. You may want to consult old syllabi but do not copy required statements from them, since they may have changed. Suggested syllabus format is described below.

General course-wide information

  • Course Description from the Catalog
  • Prerequisites and restrictions from the catalog.
  • Liberal Arts Core information, as applicable:
    • The sequence MAT 121–122 satisfies the Quantitative Skills requirement of the Liberal Arts Core in the College of Arts and Sciences.
    • The sequence MAT 221–222 satisfies the Quantitative Skills requirement of the Liberal Arts Core in the College of Arts and Sciences.
    • The sequence MAT 183–284, taken in either order, satisfies the Quantitative Skills requirement of the Liberal Arts Core in the College of Arts and Sciences. However, this sequence is specifically designed for students in the School of Management.
    • Completing a calculus course numbered 284 or higher with a grade of C or better satisfies the Quantitative Skills requirement of the Liberal Arts Core in the College of Arts and Sciences. Calculus courses numbered 285 or higher may simultaneously be used to partially satisfy the Natural Sciences and Mathematics divisional requirement.
  • Textbook to be used.
  • Any required supplementary materials such as a homework access code.
  • Calculator Policy
    • MAT 112: TI-84 or TI-83 is required.
    • MAT 117: TI-84 is required.
    • MAT 121/122: Any calculator with a square root key is adequate.
    • MAT 183: TI-84 or TI-83 is required.
    • MAT 194/193: TI-84 or TI-83 is required.
    • MAT 221/222: TI-84 or TI-83 is recommended.
    • MAT 284: TI-84 or TI-83 is required.
    • MAT 285/286: TI-84 or TI-83 is required.
    • MAT 295/296/397: MAT 295-296-397 students are expected to complete the calculus sequence without the use of a calculator. Exceptions can be made subject to the decision of the course supervisor.
  • Additional statement on calculators:
    • On exams and quizzes where calculator use is permitted, any graphing calculator may be used, but calculators with a symbolic calculus capability, such as the TI-89 or TI-Nspire with CAS, are forbidden. All electronic devices other than the calculator should be turned off and put away during class. Calculators on cell phones are not to be used on tests or quizzes.
  • Course Supervisor Statement (for courses with a course supervisor):
    • Please inform your instructor of any problems that you have with this course. Problems not satisfactorily resolved with your instructor should be brought to the attention of the course supervisor without delay.
  • Homework and Quiz Policy (to the extent that applies to the entire course)
  • Grading Policy (to the extent that applies to the entire course)
  • Test Policy and Makeup Policy
  • Final Exam information:
    • For courses numbered 100-399, except 375, include the following statement. The final examination covers the entire course. It is a two-hour exam and will be given on [insert Exam Day], between the hours of 8:00 a.m. and 2:30 p.m. The exact time and location of your final examination will be announced in lecture. The final examination is given at this announced time and at no other time. Do not make plans to leave campus before 2:30 p. m. on [insert Exam Day].
    • For other courses, include your statement about your final exam, e.g. comprehensive, optional, take home, etc. Also, list the exact time. You should re-check the final exam schedule on the Registrar’s website prior to finishing your syllabus, in case of any late changes.
  • Attendance Policy
  • Other general course information you wish to include

When planning midterm exams, consult Hendricks Chapel list of holy days. Note that during the observance of certain Jewish holy days, work is traditionally prohibited. Jewish holy days begin at sunset of the preceding evening.

Required statements

Students with disabilities. If you believe that you need accommodations for a disability, please contact the Office of Disability Services (ODS), http://disabilityservices.syr.edu, located in Room 309 of 804 University Avenue, or call (315) 443-4498 or TDD: (315) 443-1371 for an appointment to discuss your needs and the process for requesting accommodations. ODS is responsible for coordinating disability-related accommodations and will issue students with documented Disabilities Accommodation Authorization Letters, as appropriate. Since accommodations may require early planning and generally are not provided retroactively, please contact ODS as soon as possible.

Academic Integrity: Syracuse University’s academic integrity policy reflects the high value that we, as a university community, place on honesty in academic work. The policy defines our expectations for academic honesty and holds students accountable for the integrity of all work they submit. Students should understand that it is their responsibility to learn about course-specific expectations, as well as about university-wide academic integrity expectations. The university policy governs appropriate citation and use of sources, the integrity of work submitted in exams and assignments, and the veracity of signatures on attendance sheets and other verification of participation in class activities. The policy also prohibits students from submitting the same written work in more than one class without receiving written authorization in advance from both instructors. The presumptive penalty for a first instance of academic dishonesty by an undergraduate student is course failure, accompanied by a transcript notation indicating that the failure resulted from a violation of academic integrity policy. The presumptive penalty for a first instance of academic dishonesty by a graduate student is suspension or expulsion. SU students are required to read an online summary of the university’s academic integrity expectations and provide an electronic signature agreeing to abide by them twice a year during pre-term check-in on MySlice. For more information and the complete policy, see http://academicintegrity.syr.edu.

[Insert any course specific expectations, consistent with the Academic Integrity Policy, here]

Related Links: Summary of AI Expectations http://academicintegrity.syr.edu/know-the-code-sus-ai-expectations/
Full Statement of AI Expectations http://academicintegrity.syr.edu/full-statement-of-sus-ai-expectations/
Academic Integrity Policy http://academicintegrity.syr.edu/academic-integrity-policy/

Religious observances policy. Syracuse University’s Religious Observances Policy recognizes the diversity of faiths represented among the campus community and protects the rights of students, faculty, and staff to observe religious holy days according to their tradition. Under the policy, students are provided an opportunity to make up any examination, study, or work requirements that may be missed due to a religious observance provided they notify their instructors no later than the end of the second week of classes for regular session classes and by the submission deadline for flexibly formatted classes. Student deadlines are posted in MySlice under Student Services/Enrollment/My Religious Observances/Add a Notification.


(This is a note concerning the above statements, and is not to be included in syllabi): The statements listed here are taken from ODS site, AI site, and Hendricks Chapel site.

Learning outcomes, Help, and Tips

Learning outcomes

For all Math courses:

  • Students will be able to use and understand the usage of mathematical notation
  • Students will be able to select an appropriate mathematical model for a given real world problem
  • Students will be able to do hand calculations accurately and appropriately
  • Students will be able to do calculations with the aid of appropriate hardware and/or software

For all Math courses MAT 295 and above:

  • Students will understand the nature and role of deductive reasoning in mathematics
  • Students will be able to follow proofs and other mathematical discourse
  • Students will be able to write simple proofs in the major proof formats (direct, indirect, inductive), and, more generally, to engage in mathematical discourse
  • Students will be able to apprehend and enunciate the limitations of conclusions drawn from mathematical models

For all Math majors:

  • Students will have a basic knowledge of the contributions and significance of important historical figures in mathematics
  • Students will have a basic knowledge of the major modern theories of analysis, abstract algebra, geometry, and applied mathematics
  • Students will be able to effectively use mathematical word processing software
  • Students will have a basic understanding of career options available to mathematics majors
  • Students will be able to locate and use sources and tools that aid mathematical scholarship

Getting help

Your instructor and recitation instructor will be holding regular office hours and will make appointments with students having class conflicts with their scheduled office hours. In addition, the Mathematics Department offers regular math clinics. These will be set up by the second week of the semester and a schedule of the clinics will be posted outside the math office and on the department’s website.

How to succeed

Here are a few basic suggestions for how to succeed in this course.

  1. It is absolutely essential that you understand how to solve the assigned homework problems and, more importantly, how and why the skills and techniques presented in the course are used in solving the assign problems. Quiz and exam questions will be similar to these problems.
  2. Ask questions in lecture, recitation and/or at the clinic about anything that is not completely clear. Don’t hesitate to bring questions to your instructors during office hours.
  3. Every day, read and study the sections in the textbook covered in the lecture. Learning mathematics takes time! Read carefully and work through all the examples in complete detail. It can be helpful to try to work through an example on your own before reading the solution.
  4. Stay caught up. Mathematical concepts build on each other cumulatively and you need to stay on top of the material at every stage. If you are having difficulty, don’t expect that the problem will take care of itself and disappear later. Contact your course instructor or your recitation instructor immediately and discuss the problem!
  5. Form a study group. Many students benefit from a study group to work through challenging problems and to review for exams. You should attempt the problems ahead of time by yourself and then work through any difficulties with your study partners. Explaining your reasoning to another student can help to clarify your own understanding.
  6. You should expect to work hard. Don’t get discouraged if you find some of the material very difficult. Be persistent and patient! If you follow the above suggestions, your experience in this course will be a rewarding one.