What This Document Is
This is a syllabus for MTH 107, Introduction to Finite Mathematics, offered at the University of Rhode Island during the Spring 2006 semester. It serves as a comprehensive guide outlining the course structure, expectations, and policies for students enrolled in the class. It details essential information regarding assessment, attendance, and available support resources. This syllabus is a foundational resource for understanding the requirements and navigating the learning experience within this specific mathematics course.
Why This Document Matters
This syllabus is crucial for any student considering enrolling in or currently registered for MTH 107. It provides a clear understanding of the instructor’s expectations, grading breakdown, and policies regarding attendance and academic accommodations. Reviewing this document *before* the course begins will help you prepare for the workload, understand the importance of participation, and proactively address any potential challenges. It’s also a vital reference throughout the semester to ensure you remain aligned with course requirements and deadlines.
Common Limitations or Challenges
This syllabus provides an overview of the course but does *not* contain the actual mathematical content taught in MTH 107. It will not provide solutions to problems, detailed explanations of concepts, or examples of how theories are applied. It also doesn’t include the specific homework assignments themselves, only a reference to their regular distribution. The syllabus outlines policies, but individual circumstances may require further discussion with the instructor.
What This Document Provides
* Course logistics: including meeting times and instructor contact information.
* Required textbook and materials.
* A detailed breakdown of the grading components (exams, assignments, attendance).
* Policies regarding attendance, including definitions of excused and unexcused absences and associated penalties.
* Information on accessing support for students requiring accommodations.
* A list of topics that will be covered during the course, including areas like statistics, set theory, and probability.
* A sample of assigned homework sections from the course textbook.