Math 215 – Calculus III
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3d contour graph of a surface

Math 215 — Winter 2014

Announcements

  • Final Exam notice: Exam rooms are posted.
  • Exam 2 notice: Exam rooms are posted.
  • Exam 2 notice: The exam covers the topics form Section 14.7 to Example 3 of Section 16.2 The rest of Section 16.2 is not tested in exam 2.
  • WebHW set 8 is open. Written Homework set 7 is posted: Note that there are more questions than usual in WrittenHW 7. Hence start doing this HW set early.
  • Exam 2 notice: If you have a schedule conflict for the exam 2 (Thursday, 3/27 6:10pm--7:30pm) and seek an alternative exam, you should send an email to your professor before 3/14, Friday. Late requests are not accepted. Your email should include (1) the nature of the conflict (if it is a another class, the name and the number of the class and time), and (2) your schedule on the exam day.
  • Exam rooms are posted.
  • Exam 1 solution is posted.
  • Rooms for midterm 1 (Thursday, 2/13, 6:10-7:30pm) is posted. See Exam Rooms. The site also contains the formula sheet which will be included in the exam booklet.
  • Practice homework set for section 14.5-14.6 is also posted at Written Homework.
  • Gateway Exam is open until 2/10 Monday. You can take the Gateway Exam in MathLab (EH B860). Check this website for the hours of MathLab.
  • WebHW set 0, 1 (due 1/18, 11pm) and 2 (due 1/25, 11pm) are open
  • Exam 1 is on 2/13 (Th) 6:10-7:30pm, Exam 2 is on 3/27 (Th) 6:10-7:30pm, and the Final Exam is on 4/28 (M) 10:30am-12:30pm.
  • If you have a confilct with the exam date, send an email to your professor today. You may request alternative exam (on the same day) if your conflict is reasonable. Poor planning on your part (such as personal travel plan) is not a good enough reason. When you request alternative exam, your email should include (i) your MATH 215 section number (ii) the nature of conflict (e.g. the course name of the conflicting course) (iii) your schedule on the exam day.
  • If you need any special accomodations for exam (for example, if you have an SSD form), send an email to your professor today.
3d contour graph of a surface, showing the corresponding gradients
3d graph of a surface, showing a tangent plane

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