University of Toronto- Department of MathematicsMAT235Y1: Calculus II Fall 2010 - Course Outline Instructor for L0101: Dr. Nara Jung Office: ES 4141 Office Hours: Mon 3:00-4:00 pm and Wed 3:00-6:00pm Lectures: MWF 2:00-3:00pm at LM 162 E-mail: [email protected] Phone: 416 946 3901 Instructor for L0201: Geordie Richards Office Hours: TBA Lectures: T 4pm-5pm R 4pm-6pm at MP 202 E-mail: [email protected] Instructor for L5101: Ioannis Anapolitanos Office Hours: TBA Lectures: R 6:00pm-9:00pm at MP 103 E-mail: [email protected] Course Description: Differential and integral calculus of functions of several variables. Line and surface integrals, the divergence theorem, Stokes theorem. Some partial differential equations of Physics. Prerequisites: MAT135Y1/MAT136Y1/MAT137Y1/MAT157Y1 Course Textbooks: Multivariable Calculus Early Transcendentals, The 6th Editions, by James Stewart , 2008 The ”Students Solution Manual”, by Dan Clegg and Barbara Frank is also recommended. Course Website: MAT235Y1 ‘Blackboard’ web page. You are responsible to check Blackboard regularly for posted materials and administrative announcements, and also for checking your U of T e-mail account on a daily basis. Syllabus: – – – – – – – Chapter Chapter Chapter Chapter Chapter Chapter Chapter Topics (as time permits): 10: 12: 13: 14: 15: 16: 17: sec. sec. sec. sec. sec. sec. sec. 10.1-10.5 12.1-12.6 13.1-13.4 14.1-14.8 15.1-15.9 16.1-16.9 17.1-7.2 Marking Scheme: • 5 best out of 6 assignments (3% each) (In total 15%) • term marks: 3 term tests. Each weighs 15%. (In total 45%) • final exam: 40% and clarifications of. the details in this course outline (such as room numbers. • Failure to provide the appropriate documentation in time will lead to a grade of zero for the missed evaluation. Announcements.ca and enter your UTORId.Evaluation Guideline : • All exams will be closed-book and written without any aids (eg. can be considered as valid excuses for missing an evaluation. pagers. Changes : Any changes to. Their locations and times will be announced shortly. • You must bring your UT Photo ID to the midterm and Final exam. teaching assistants will hold Math Aid Centre hours. cell phones. There will also be some general Math Aid Centre hours on campus. In the days leading up to the term tests. tentative dates. scrap paper. must contact the instructor by email or in person prior to the time of the evaluation or within one week of the missed test. sucj as a medical note. .utoronto. please try to resolve it with your instructor. only very serious reasons. Besides illness.). topics covered. and portable computers. Missing Test or homework : • Students who are unable to be present for the test due to illness. • Late homeworks will not be accepted without a medical note (in the last case there will be at most one week of extension). etc. • The weight of the valid missing term test will be transfered to the final test. Note : If you have any problem of an administrative nature. textbook. calculators. assignments and solutions to term tests will be posted on the course webpage. properly documented. • Any tests written in pencil or erasable pen may be ineligible for remarking. Please check the course webpage on a regular basis. Missing homeworks will not be transferred to the final exam under any circumstances. To access the course webpage you have to go to portal. the entire test may be remarked. submit to instructor a written request for special consideration explaining the reason for missing the test and attaching appropriate documents. etc. allowing the possibility that a student may receive a lower mark on any or all questions. formula sheets. The schedule and locations for these Math Aid Centre hours will be announced in class and posted on the course webpage. If a test is submitted for re-marking.) will be announced in class and the syllabus will be updated. Office Hours and Additional Help The instructors will hold regular office hours. 23. 17. 3. 12. 22. 25. 13-18. 55. 23. 7. 21. 15. 5. 20. 43. 14. 25. 51. 31. 5. 41 13. 21. 15. 26. 9. 13. 7. 9. 27. 48. 15.4: 3. 9. 7. 9. 29. 3. 23. 7. 47. 15. 7. 39. 31. 17. 7. 53. 21. 23. 53 14. 27. 5. 49 12. 11. 17. foci or directrix) Chapter 12: 12. 21. 11. 15. 27.5: 1. 41 Chapter 14: 14.5: 5. 5. 47. 17. 62 14. 15. 49 13. 15. 25. 21. 45 10. 21. 51. 5. 37. 7. 49. 11a).1: 1.1: 3. 17. 21-28. 13. 11. 59 14. 21. 35 Chapter 13: 13. 21. 13. 13. 19 16. 16 will be posted on the course webpage. 13. 7. 51. 7. 23. 19. 39.7: 5.6: 1.5: 3.8: 3. 31 14. 9. 13. 5. 25. 9. 59. 3. 71. 3. 13. 35. 40. 11. 21. 33. 35. 17. 6. 11. 33. 9. 43. 9. 10.1: 3. 33.Recommended Exercises: Below is a list of recommended exercises for each textbook section covered in class. 14. 13. 5. 21. 69 10. 21. 27. 19. 36 15. 13. 11. 19. 58.9: 1. 35. 19. 41 Chapter 15: 15. 31 . 45.2: 1. 19. 54. 14. 33. 13. 32 16. 4. 13. 31. 37. 15. 17. 11. 29. 27. 19. 11. 33. 27 15. 25. 63. 24 Chapter 16: 16. 39. 27 16. 27. 45. 16.2: 2. 73. 31 15. 22. 43. 7. 44. 10. 15. 13. 28. 37. 5. 12. 29. 27. 9.6: 1.4: 5. 55-60. 19. 39. 27. 29.7: 1. 31. 8. 23. 19. 37. 11. 5. 30. 25. 33.3: 1. 35. 3. 41.9: 1. 21. 11. 21. 17. 13. 7. 33 16.6: 4. 11. 3. 38.1: 3. 41 14. 45 14. 20. 27 (no vertices. 12. 9 15. 38. 41. 24. 15. 23. 30. 29. 25.2: 3.8: 1.2: 3. 35 15. 47. 21. 39.2: 1. 41. 5. 39. 17. 15. 7. 25. 33. 23. 3. 21. 45 16. 29 15. 25. 26. 11. 9. 69. 5. 21. 19. 22. 43. 3. 57. 11. 23. 15.2: 3.3: 3. 5.5: 1. 45 13. 22. 5. 13. 25. 29.3: 1. 23. 43. 10. 31.5: 1. 11. 17. 6. 49. 35. 5. 21. 27. 7. 11. 5. 25. 17. 7. 6. 20. 17. 19-24. 22. 17. 25. 37. 19. 38. 43. 18. 27 16.3: 3. 21. 57. 50. 15. 41.4: 1-4. 26. 34. 27. 25. 31. 30. 44. 11.4: 1. 61 15. 13.8: 1. 11. 15. 7. 23. 33. 47. 27. 19. 25. 37. 5. 41. 15. 16. 17. 7. 45. 9. 13. 39. 59. 13. Chapter 10: 10. 12. 15. 11. 33. 60(a)(c) 16. 21. 23. 25. 14. 11. 31. 3. 27. 5. 29. 40. 23. 61. 3.1: 1. 43 16. 13. 35.3: 3. 21. 71 12. 53 15. 15. 31. 27. 45. 19. 24. 39.4: 3. 33. 19. 37 12. 20. 14. 33. 5. 7. 31. 44. 11. 19. 39.4: 1. 15. 51. 41. 25. 13. 3. 22. 45. 11. 17. 25. 9. 25. 7. 19. 59 12. 26. 9. 27. 24. 27. 11. 5. 9. The list for Chapters 15. 7. 11-18. 61. 23. 61. 7. 35. 41. 31. 15. 19. 28. 8. 3. 7. 33. 24.7: 1. 65 10. 19.1: 1. 23. 35. 51-56. 31. 31. 4. 41. 75 14. 11. 17. 46 (no 46 b) 10. 45. 5. 9. 29. 3. 29. 5. 37. 9. 46. 17. 5. 51. 42. 36 12. 23. 52. 12.6: 5. 11. 39. 25.3: 1. 9. 43. 19. 35. 2. 31. 60. 17. 30. 5. 17. 5. . October 29: Assignment 2 due Wed. October 1: Assignment 1 due Fri. time: 18:00-20:00 (early sitting 16:00-18:00) Mon. Students arriving late in the regular exam will not be allowed to write the exam. April 4th Assignment 6 due April 7: Last day of classes TBA: Final examination Note: Students taking the early sitting should not leave before 18:00 and should not take the exam questions out of the classroom under any circumstances. March 22nd: Term test 3. time: 18:00-20:00 (early sitting 16:00-18:00) Mon. January 31st: Term test 2. November 10th: Term test 1. February 28 Assignment 5 due Tue. time: 18:00-20:00 (early sitting 16:00-18:00) Fri. December 3 Assignment 3 due Mon.Some Important dates: Sept 13: First day of classes Fri. January 21st Assignment 4 due Mon. Students taking the regular exam should not be late under any circumstances.