## Math 116 - Fall 2017

This webpage is used for Math 116 Section 065 in University of Michigan during the fall semester in 2017

## Basic Infomation

 Course Title Calculus II Syllabus First-Day Handouts Meeting Times MWH 16:00-15:30 Classroom MWH @ 2353 Mason Hall Instructor Zhan Jiang Office Hour TH 14:00-15:00 @ Office W 19:00-20:00 @ Math Lab

## Quizzes

Date Quiz Solution
09/13 Quiz 1 Solution
09/21 Quiz 2 Solution
09/28 Quiz 3 Solution
10/04 Quiz 4 Solution
10/19 Quiz 5 Solution
10/26 Quiz 6 Solution
11/02 Quiz 7 Solution
11/09 Quiz 8 Solution
11/20 Quiz 9 Solution
11/30 Quiz 10 Solution
12/07 Quiz 11 Solution

## Schedule

Mon Tue Wed Thu Fri Sat Sun
09/05 09/06
Review 5.1, 5.2, 5.3
09/07
Review 5.4, 6.1, 6.2
09/08 09/09 09/10
09/11
6.4 Second Fundamental Theorem of Calculus
Problem Set
09/12 09/13
7.1 Integration by Substitution
Problem Set
09/14
7.2 Integration by Parts
09/15 09/16 09/17
09/18
Partial Fractions
09/19 09/20
7.5 Numerical Methods for Definite Integrals
(No Simpson's Rule)
09/21
8.1 Areas and Volumes
Problem Set
09/22 09/23 09/24
09/25
8.2 Application to Geometry
Including "Shell Method"
(No Parametric Arc Length for now)
09/26 09/27
8.4 Density
(No Center of Mass)
09/28
8.5 Work
(No Pressure)
09/29 09/30 10/01
10/02
4.8 Parametric Equations I
Including Parametric Arc Length from 8.2
10/03 10/04
4.8 Parametric Equations II
10/05
8.3 Area and Arc Length in Polar Coordinates
10/06 10/07 10/08
10/09
Review
Handout
Exam 1
6:00-7:30 pm
East Hall 1324
10/10 10/11
7.6 Improper Integrals
10/12
7.7 Comparison Test for Improper Integrals
Notes
10/13 10/14 10/15
10/16
Fall Break
10/17 10/18
7.7 Comparison Test for Improper Integrals
10/19
9.1 Sequences
10/20 10/21 10/22
10/23
9.2 Geometric Series
10/24 10/25
9.3 Convergence of Series
10/26
9.4 Test for Convergence
Notes
10/27 10/28 10/29
10/30
9.4 Test for Convergence II
10/31 11/01
4.7 L'HÃ´pital's Rule(Not in the syllabus)
11/02
9.5 Power Series and Interval of Convergence
11/03 11/04 11/05
11/06
10.1 Taylor Polynomials
Notes
11/07 11/08
10.2 Taylor Series
Notes
11/09
10.2 Taylor Series
Toeards Exam 2
11/10 11/11 11/12
11/13
Review
Exam 2
6:00-7:30 pm
East Hall 1324
11/14 11/15
10.3 Finding and Using Taylor Series
11/16
8.7 Distribution Functions
Notes
11/17 11/18 11/19
11/20
8.8 Probability, Median and Mean
11/21 11/22
8.8 Probability, Median and Mean
11/23
Thanksgiving Break
11/24 11/25 11/26
11/27
11.1 Differential Equations
11/28 11/29
11.2 Slope Fields
11/30
11.4 Separation of Variables
Problem Set
12/01 12/02 12/03
12/04
11.5 Growth and Decay
12/05 12/06
11.6 Application and Modeling
12/07
Review
12/08 12/09 12/10
12/11
Review
12/12 12/13 12/14
Final Exam
8-10 am
Angell Hall Auditorium A
12/15 12/16 12/17