AP Calculus BC (Period 3) Assignments
- Instructors
- Term
- 2011-2012 School Year
- Department
- Math Department
- Location
- 141
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11.1 #1, 2, 4, 5, 7, 9, 11-13, 15-17, 22-24, 28-41
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Links to all questions and their solutions could be found here:
http://www.collegeboard.com/student/testing/ap/calculus_bc/samp.html
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11.5 #12, 17, 21-23, 25, 55*
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#36-39, 45, 46, 56, 58, 61, 67
Also, just because I didn't put other problems, doesn't mean they don't deserve your attention. Take a look at others. 41 and 47 are pretty cool, for instance. Enjoy!
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Complete as best as you can. You may consult one another and work together. I've attached a link to download the worksheet if you have misplaced it. Let me know if you need to be told your value of pi.
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Test on Chapter 11 next time!
In the meantime, here are the answers for the Test Fest.
1. C by comp test
2. D by lim comp test
3. C by ratio test
4. C by alt series test
5. C by root test
6. D by test for divergence
7. C by comp test
8. C by integral test
9. C by ratio test
10. D by ratio test
11. C by alt series test
12. C by lim comp test
13. C by alt series test
14. 8 (geometric series)
15. 11/18 (partial fractions)
16. write out term by term, lim, x -> inf of arctan(n+1) – arctan 1 remains. This is pi/2 – pi/4 = pi/4
17. e^(-x/4) (from known maclaurin series for e^x - rewrite problem as sigma of (-x/4)^n/n! )
18. e^(-1)<x<e
19. 7 terms yield 0.9721
20. radius 5, interval [-5, 5]
21. radius 4, interval [-6, 2)
22. radius is infinite, interval is all real numbers
23. radius is ½, interval is [5/2, 7/2)
All sigmas go from n=0 to infinity, unless otherwise indicated
24. sigma (-1)^n x^(2n), radius = 1
25. sigma (-1)^(n+1) (x^(4n+2)/(2n+1). Radius =1, int [-1, 1]
26. sigma 2^nx^(n+1)/n! infinite radius
27. sigma (ln 10)^n x^n/n! infinite radius
28. sigma (-1)^n x^(6n+3)/(2n+1)! Infinite radius
29. c + ln abs(x) + sigma (from n = 1) x^n/(n * n!)
30. 1/24 – 1/160 approx = 0.0354
31. e^x^3
32. 1/(1+4x)
33. sin (5x)
34. arc tan (x^4)
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WS 12.7 #1-21 eoo (every other odd)
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recommended for test review: P. 468-470 #17, 18, 20, 23, 24, 26, 28-30, 44, 52, 71-74
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Book 10.3 #3, 4