1. Exam 3 is Tuesday April 20, 2019. It will cover: 10.7, 10.8, 10.9, 10.10, 11.1, 11.2. Note that what we called Section 10.TS is the book's sections: 10.8, 10.9, and 10.10.
2. Hint (warning). As with the other exams, there will be a Problem 0 of basic concepts you must understand in order to do well on the rest of the exam. If you do not make at least a 50% on this part of the exam, then your score on the whole exam is what you got on this part. Below are some Practice Problem 0's.
   • Power Series, Taylor Series, and Commonly Used Series Practice Problem 0 (soln)
   • Power Series and Taylor Series Practice Problem 0 (soln)
   • Parameterization Practice Problem 0 (soln)
3. The rest of the test will be a mixture of: multiple choice, fill in the blanks, true/false, and show-all-your-work problems.
4. As stated on the syllabus, calculators are not allowed (nor needed) on exams.
5. As stated on the syllabus, during class, cell phones are to be turned off and stored in a closed (e.g., zipped or buttoned) bag (e.g., backpack or purse). Cell phones may not be stored in the person's clothing (e.g., jacket pocket). At the request of a student, I will project my watch up onto the overhead screen.
6. You will be expected
   • not only to reproduce these few Commonly Used Taylor Series (including when they are valid)
   • but also to know how to use them to find other power series respresentations (for example, as we did in class when we used the geometric series (a.k.a. "work moose") to get lots of other power series representations).
7. Of course, you have already finished all the homework for the sections covered by this exam. Recall, in addition to MML homework there was also (off-line) homework posted on the Ch 10 homework page (under §10.7&10.TS).
8. Work through one of my previous exams, which are posted (along with solutions) on the course homepage.
   When working through my previous exams, do so
   • without your notes/books/etc.
   • in 75 minutes (the amount of time you will have for the exam).
   After working an exam, you should know how you stand on the various concepts. For the topics you need more work on, practice more problems of this type.
   • This nice read on Taylor Polynominal and Series (from How to Ace the rest of Calculus by Adams, Hass, and Thompson) has some great worked out examples. Read it and try doing examples without looking at the solutions.
   • Try working examples (without looking at the solutions) from the textbook.
   • The textbook has more (i.e., not assigned on MML) problem with solutions in the back of the book.
   • MML has the nice feature where you can go to (on the LHS toolbar) "Review Homework" and practice problems (without changing your grade).
9. Next work through some of my Previous Exams (without your notes/books/etc). I would suggest working through the following.
   (In the list, F denotes Fall while S denotes Spring.)

   For §10-7-10.10 material:

   1. 18F, Exam 3: 0A, 0B, 1, 3, 4-12.
   2. 18S, Exam 3: all.
   3. 17S, Exam 3: 0A-C, 1-6, 12.
   4. 16F, Exam 3: 1-10.
   5. 16S, Exam 3: 1-8
   6. 15F, Exam 3: 2-8
   7. 14S, Exam 2: 6
   8. 14S, Exam 3: 1-5
   9. 13S, Exam 2: 4, 9, 10
   10. 13S, Exam 3: 1-6
   11. 12F, Practice Exam 3: 1-5.
   12. 12F, Exam 3: 1-7
   13. 11F, Exam 3: take home: all
   14. 11F, Exam 3: in class: 1, 2, 5.

   For §11.1 and 11.2 material

   1. 18F, Exam 3: 0C, 2, 13-16
   2. 17S, Exam 3: 0D, 7-11
   3. 16F, Exam 3: 11
   4. 18F, Final: 25-29
   5. 17F, Final: 20, 22
   6. 17S, Final: 22, 23
   
   
10. Come to the exam well rested.

Findable from URL:    http://people.math.sc.edu/girardi/w142.html/