MATH 1700  A01 Calculus II Fall 2018

Office hours this term:  Tuesday 2:30 - 4:20, Wednesday 9:30 - 10:20 or by appointment
e-mail:  eric_schippers@umanitoba.ca
office: 528 Machray Hall

Math Help Centre: 412 Machray Hall

Final Exam Information:

Final Exam Solutions
Final Exam date, time and location  (warning: please check a few days before the exam, in case the registrar's office makes a location change)

Office Hours during exam period:
   Monday, December 10th, 1:30 - 4:30
   Tuesday, December 11th, 2:30 - 4:30

FAQ:

  Q.  Is the final exam cumulative?  
  A. Yes.  

  Q.  Will you put more weight on material since the midterm?
  A.  Yes.  There will be some questions on material before the midterm, but the emphasis will be on material not covered on the midterm.  

  Q,  What material was covered before and after the midterm?
  A.  See below, under "midterm information".

  Q.   Are there old exams available?
  A.  Yes.  There are a small number on the mathematics department course home page https://www.math.umanitoba.ca/courses/math-1700/fall-2018/   There is also a booklet with solutions in the bookstore for a price.  

Warning: exam styles vary significantly from year to year, and material is sometimes covered in a different order.  So the old exams do not indicate in any way what this one will look like.  They also are not a shortcut to doing well.  Don't fall into the trap.  

  Q.   How should I study for the final exam?
  A.   Read the textbook and do the practice exercises.

Midterm Information:

Midterm Solutions
Midterm locations

NOTE:  Midterm locations are determined by your family name.  You MUST write the midterm in the correct location.

The exam will cover material up to and including Section 7.3.  Please see the ROASS sheet (linked below) for a full list of topics and suggested exercises.

Information:

Course content, grading, and suggested problems (all sections) MUST READ
Information for Section A01
Resources for Students (scheduleA)

Lecture Slides:

L'Hospital's rule (4.4)
Sigma Notation (Appendix E)
Areas and Distances (5.1)
The Definite Integral (5.2)
The Fundamental Theorem of Calculus (5.3)
Indefinite Integrals and the Net Change Theorem (5.4)
Substitution Rule (5.5)
Areas Between Curves (6.1)
Volumes (6.2, 6.3)
Inverse Trigonometric Functions
   Readings:
    (1)  7th edition: Section 1.6, Subsection "Inverse Trigonometric Functions", pp 67 - 69. 
          8th edition: Section 1.5, Subsection "Inverse Trigonometric Functions", pp 64 - 66.
    (2)  Both editions: Section 3.5, Subsection "Derivatives of Inverse Trigonometric Functions", pp 213 - 214.
Integration by Parts (7.1)
Trigonometric Integrals (7.2)
Trigonometric Substitutions (7.3)
Integration of Rational Functions (7.4)
Integration Strategies (7.5)
Improper Integrals (7.8)
Arc length of graphs (8.1)
Surface Area (8.2)
Parametric Curves (10.1 and 10.2)  (updated November 30th, 10:15am)
Polar Coordinates (10.3 and 10.4)

Quiz Information:

FAQ:

  Q.  Are the quizzes cumulative?  Will the upcoming quiz cover material from the last quiz or earlier?  
  A. Quizzes will emphasize material not covered on earlier quizzes.  However, math is cumulative by nature, so you will certainly need the skills from earlier sections to complete questions in newer sections.  I may occasionally directly ask a question on material from an eariler section.

Quiz 1, Monday September 17     The quiz contains material from the lectures up to and including Wednesday and the first 15 minutes of Friday.  Material includes (1) everything up to and including Section 5.1 (2) the definitions of left and right sums, and how they can be used to compute area.  (2) was covered in on Wednesday as part of the 5.1 material, but was also reviewed at the beginning of class on Friday as part of the 5.2 material.  

Quiz 2: Monday, October 1    Contains material up to and including Section 5.5.  

Quiz 3: Monday, October 22    Contains material up to and including Section 7.1.  

Quiz 4: Monday, November 5   Contains material up to and including Case III of integration of rational functions by partial fractions decompositions in Section 7.4.   More precisely, you are responsible for Case I, Case II and Case III of Section 7.4.  That is, up to and including the note after Example 6 in Section 7.4 in the textbook.   You are NOT responsible for Case IV or rationalizing substitutions.

Quiz 5: Monday, November 26  Contains material up to and including Section 8.1.