Service-Learning Essentials is the resource you need to help you develop high-quality service-learning experiences for college students. Written by one of the field's leading experts and sponsored by Campus Compact, the book is the definitive work on this high-impact educational practice. Service-learning has been identified by the Association of American Colleges and Universities as having been widely tested and shown to be beneficial to college students from a wide variety of backgrounds.
The textbook for this course will be CLP Calculus volumes I and II by J. Feldman, A. Rechnitzer and E. Yeager. This book is available online as a webpage or as a pdf at no charge. There is no convenient source of printed copies. The authors of this book have made it freely available under a Creative Commons License and is also available from a website at the University of British Columbia. The UK Math Department plans to phase in the book over the the next year. So that students will use CLP Calculus in Calculus II beginning in the Spring of 2023 and in Calculus III the following semester.
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The lecture portion of your grade is based on active participation in lecture (the Mon-Wed-Fri meetings). You will participate in class using your phone, laptop, or other device with an internet connection. You will need to create an iClicker polling Student account and purchase a subscription. When setting up your account, please use your university email address and either your LinkBlue ID or your student ID number without the leading 9. A 180-day subscription costs $15.99 if purchased directly through theiClicker app, or $18.00 by buying an access code from the university bookstore. If you have any difficulties with obtaining an account or with bringing a phone or laptop to class, please see your instructor. See this link iClicker polling for more information about iClicker polling.
Plagiarism includes reproducing someone else's work (including, but not limited to a published article, a book, a website, computer code, or a paper from a friend) without clear attribution. Plagiarism also includes the practice of employing or allowing another person to alter or revise the work, which a student submits as his/her own, whoever that other person may be. Students may discuss assignments among themselves or with an instructor or tutor, but when the actual work is done, it must be done by the student, and the student alone. When a student's assignment involves research in outside sources or information, the student must carefully acknowledge exactly what, where and how he/she has employed them. If the words of someone else are used, the student must put quotation marks around the passage in question and add an appropriate indication of its origin. Making simple changes while leaving the organization, content, and phraseology intact is plagiaristic. However, nothing in these Rules shall apply to those ideas, which are so generally and freely circulated as to be a part of the public domain.
MA 113 policy regarding collaboration. Mathematics is an inherently collaborative and social activity. Students are encouraged to work together to understand a problem and to develop a solution. However, the solution you submit for credit must be your own work. In particular, you should prepare your solutions to the written assignments independently and you should submit your answers for web homework independently. Copying on exams and usage of books, notes, or communication devices during examinations is not allowed. Cheating or plagiarism is a serious offense and will not be tolerated. Students are responsible for knowing the University policy on academic dishonesty.
For any written solutions to problems in this course, students are expected to submit work that is clear, legible, and well-written. Students should show all their work in an organized manner, using complete sentences to explain their solutions and justify their computations. To illustrate our expectations for written work, we have included here three sample solutions to a problem: one of these is a correct solution that meets our expectations; one of these is a solution having the correct answer yet it is not sufficiently well-written to receive full credit; and one of these is a solution that is ungradable and will receive zero credit, even though it appears that the correct answer might have been found. Exampleproblem and homework template
Suggestions for writing mathematics
Correct solution receiving full credit
Correct numerical answer, but solution is not well-written and thus receives only some limited credit
Ungradable, even though a correct numerical answer is written on the page
After the reduced scoring period answers to your WeBWorK will beavailable through the WeBWorK server. In addition, worked outsolutions are available for many WeBWorK problems. These may be auseful resource to help understand problems that you initially founddifficult. If you have an unusual situation that prevents you from completing web homework, please contact your instructor. However, in general students will be expected to complete web homework even if they are traveling. 2ff7e9595c
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