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| Assignments: This section contains only the written assignments to be submitted. It goes without saying that you should anticipate the material to be covered and read the relevant sections of the text before class. It goes even more without saying that you should read the text that pertains to the exercises before attempting them. All assignments must be typeset in LaTex with the problems in order and organized by section. Careful work is expected; submissions that amount to rough drafts will not be looked upon kindly! All assignments are due at the beginning of class on the designated date unless otherwise noted. Due Wednesday, August 30. Assignment 1: All exercises from section 1.2. Here is a Latex Template for Assignment 1. Final draft due Friday, September 1. Due Wednesday, September 5. Assignment 2: All exercises from sections 1.4 and 2.2. The problems in section 1.6 may be done for extra credit. Here is a Latex Template for Assignment 2. Final draft due Monday, September 10. Assignment 3: Section 3.3 # 1, 2, 3, 4, 5, 7; Section 3.5 # 4, 5. Good draft due Monday, 9/11. Final draft due Friday, 9/15. Assignment 4: All exercises in Section 4.4. (This is a long one, so get started early!!) Good draft due Monday, 9/18. Final draft due Friday, 9/22. Assignment 5: All exercises in Section 5.2. (We have examined many of these in class!) Good draft due Wednesday, 10/4. Final draft due Monday, 10/9. Assignment 6: All exercises in Section 5.4. (We have examined many of these in class!) Good draft due Wednesday, 10/11. Final draft due Monday, 10/16. Assignment 7: All exercises in Section 6.4. Section 6.7 # 1-16, 18, 19, 22, 23. Good draft due Monday, 10/23. Final Draft due Friday, 10/27. Assignment 8: Secton 7.4 # 1-6, 10-20. Good draft due Thursday, 11/9. Final Draft due Monday, 11/13. Assignment 9: Section 7.7 # 1-5, 8, 9; Section 7.9 # 5-7, 9-12. Good draft due Thursday, 11/16. Final Draft due Monday, 11/27. Assignment 10: Section 8.4 # 9; Section 8.8.4 # 3, 4, 5, 8. Final draft due Saturday, December 2. |
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| References: A manuscript by the instructor will constitute the primary text. Here it is: These notes form a book in progress (almost finished!), so please be aware that some revisions may occur as the course progresses. Updated versions will be posted. How to Prove It: A Structured Approach, by Daniel J. Velleman, 2nd edition, Cambridge University Press. I think you will find this book to be a useful supplementary reference. Here is a glossary of symbols used in grading your papers. Latex References: Tex Users Group (TUG): Extensive information on all aspects of Tex, including applications and installation on various platforms, additional packages, etc. Guide to Latex, by Helmut Kopka and Patrick Daly, 4th edition. An excellent overall guide to typesetting and managing documents, which will download for free when you click on the link provided. More Math into Latex, by George Gratzer, 4th edition. Another excellent and very readable general guide, which you can download for free using the link provided. Introduction to Latex: A slide presentation by Drs. Broline, Mertz, and Slough of the EIU Math & Computer Science Department, which gives a nice quick overview. Latex Math Symbols |
Solutions and
Supplementary Materials: LaTex Demo Graphic for the Demo Arguments Arguments: no answers Language, Logic, & Algebra Axioms of the Real Number System Two Elementary Area Theorems Square Circle Packing Hexagonal Circle Packing Triangular Prism Squirrel Bee Coral Class Notes Week 1 Week 2 Week 3 Week 4 Week 5 Annotated Text Week 6 |