Math 108 Topics in Mathematics | Section 0202 | James Baglama | Chapter 2
Reading Assignment | Video | Lecture Notes |
2.1 Hamiltonian Circuits pages 36 - 42 |
Section 2.1 Video |
Section 2.1 Lecture notes |
2.2 Traveling Salesman Problem pages 42 - 43 |
Section 2.2 and Section 2.3 Video |
Section 2.2 and Section 2.3 Lecture notes |
2.3 Helping Traveling Salesman pages 43 - 47 |
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2.4 Minimum-Cost Spanning Trees pages 47 - 52 |
Section 2.4 Video |
Section 2.4 Lecture notes |
2.5 Critical Path Analysis pages 53 - 57 |
Section 2.5 Video |
Section 2.5 Lecture notes |
Each worksheet will have 10 questions (each worth 1 point). The worksheets are designed to help you understand material. The worksheets are downloadable from the Assignment tool within Sakai as a Microsoft Word (or OpenOffice) and also as a pdf file. You can write on the worksheets and upload your answers or (similar to homework submissions) take a digital picture of your handwritten assignment with a camera or smart phone. All worksheet answers must be submitted within Sakai. Worksheets with answers only will be given a zero. You must show the work for credit. The due dates for the worksheets are one week before the due date for homework assignments, so that you can get feedback on problems before submitting your homework and doing your quizzes. DO NOT SUBMIT ASSIGNMENTS VIA EMAILS OR FAXES! I will not accept them! Do not ask to submit late worksheets.
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The required textbook, "For All Practical Purposes", 9^{th} edition by COMAP, Publisher W.H. Freeman. Do NOT use an older edition. All students must have either a phyiscal copy of the textbook or an ebook.Click on the textbook above to go to the ebook.
The required textbook, The textbook "For All Practical Purposes", 9^{th} edition by COMAP,Publisher W.H. Freeman has a campanion website. The campanion website contains a lot helpful material,e.g. Java Applets, falshcards, practice quizzes. The site can be accessed via the link Campanion or click on the picture above to go to the campanion website.
Math 108 Topics in Mathematics | James Baglama | jbaglama@math.uri.edu | University of Rhode Island.