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Unformatted text preview: ENGR 102 - Spring Unit 8 Study Guide Unit Content : Section Pages Content 8.3 570-581 Integration of Rational Functions by Partial Fractions 11.1 746-761 Limits of Sequences of Numbers 11.2 761-771 Partial Sums (Finite Series), (Infinite) Series, Geometric Series, Telescoping Series, Re-indexing, Adding or Deleting Terms, The n gG Term Test for Divergence 11.3 (excluding Ex. 3) 772-777 The Integral Test Learning Objectives: 1. Use the method of integration by parts to evaluate a given integral. 2. Prove a given sequence converges or diverges. If it converges, find the number ¡ to which it converges. 3. Find the (partial) sum of the ¢ terms for a given geometric series with ¢ specified. 4. Find the value of a given geometric series or prove it diverges. 5. Write a given repeating decimal as a geometric series and use this to express it as the ratio, £ ¤ , of two integers. 6. Use partial fractions to find the sum of a telescoping series....
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- Spring '08
- #, 2. 3. 4. 5. 6. 7. 8, finite series, Diverges Diverges Diverges