Unformatted text preview: 2. The successful student will know all types of improper integrals (8.8), and will be able to integrate and take limits to determine if an improper integral converges or diverges. Proper notation is essential! 3. The successful student will be able to identify and compare different types of sequences. 4. The successful student will be able to determine if a sequence diverges or converges (and if so, to what). 5. The successful student will recognize famous series in standard and nonstandard form. 6. The successful student will be able to determine on inspection the appropriate test to use to determine if a series converges or diverges. 7. The successful student will be able to apply the appropriate test to determine if a series converges or diverges. 8. The successful student will develop the ability to look (carefully) at many (but not all) series and know if they diverge or converge, and will be able to prove the result if asked....
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 Spring '06
 VENTSEL
 Mathematical analysis

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