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Unformatted text preview: M 408L Integral Calculus prepared by Chris Mirabito Test #3 Review (“Cookbook”) Test #3 will be held on Tuesday, May 1st, 2007 at 7:00pm in GEO 2.324 ( DIFFERENT LOCATION FROM THE OTHER EXAMS ). The test will over § 12.1, § 12.2, § 12.3, § 12.4, § 12.5, § 12.6, § 12.7, § 12.8, § 12.9, § 12.10, and § 12.12 in the course textbook. 1 You cannot use a calculator (or any other electronic devices... including cell phones! ), books, or notes in any form. The test will be 2 hours long and will be worth 20% of your final course grade. On the test will be up to 20 multiple-choice questions similar to what you have found on Homeworks #10 through #14. Unlike the homework problems, you will NOT lose points for guessing. Please bring your UT ID cards to the test. WE WILL BE CHECKING THEM! : your cooperation with the Uni- versity policy on cheating is expected. Also, remember to bring a #2 pencil and eraser to the test, as none will be provided. All other testing materials will be provided. This review sheet is intended to help you prepare for the test. It states in a nutshell pretty much everything that we have covered in the course since Test #2, but this list is not exhaustive . Please be sure you are familiar with all concepts listed here. If you are having trouble, please stop by Dr. Fouli’s or your TA’s office hours. Do not wait until the last minute to ask for help. And remember, material needed for Tests #1 and #2 could very well be used again on this test...that means exponentials, integration by parts, etc. There will be a review session held on Friday, April 27, 2-4pm in BUR 112. I highly recommend attending this, since it will help answer any last-minute questions you may have. I attached a practice test for you. It is in a format similar to the actual test. You should take this test in a quiet area without books, notes, and calculators. Hopefully it will help you study. w Students with legitimate, documented learning disabilities or special needs should consult the “First Day Handout” located at http://www.ma.utexas.edu/dev/math/Courses/M408L/handout.html for information regarding testing dates, times, and locations (which will be different from that of the regular time). Students who cannot take the test at the regularly scheduled time due to conflicts with other classes, exams, or docu- mented illnesses should also consult this page for make-up test information. In all cases, make sure Dr. Fouli knows about your situation well in advance. § 12.1 Sequences • lim n → ∞ 1 n r = 0 if r > 0. • If lim n → ∞ | a n | = 0, then lim n → ∞ a n = 0. • lim n → ∞ r n = if- 1 < r < 1 1 if r = 1 ∞ if r > 1 DNE if r ≤ - 1 • Note that lim n → ∞ ‡ 1 + ax n · bn = e abx . Don’t be surprised if you see something like this on the test. Remember that you can manipulate formulas so that they contain this in them....
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- Spring '08
- Calculus, Mathematical Series