Math 3 (Winter 2017)

Introduction to Calculus

Instructor: Ben Breen

Email: Benjamin.K.Breen.GR@dartmouth.edu

Office: 214 Kemeny Hall

Learning Fellows: Alexandrea Adams and Paula Chen

Class time: MWF 11:30—12:35

X-Hour: Tues 12:15-1:05

Office Hours: M,W,F 1:00-2:00

Tues 1:10-3:00

The X-hours will be used occasionally for review sessions/extra practice. If office hours conflict with your schedule, please contact me (Benjamin.K.Breen.GR@dartmouth.edu) to set up outside appointments.

Textbook:

Calculus

Eighth Edition

James Stewart

We will be covering chapters 1-4 in this text

Tutorials:

Location: Kemeny Hall 008

Times: Tues, Thurs, Sun 7:00 - 9:00pm

Tutors: Juan Auli and Pepper Huang

Khan Academy

Create your own account making sure to set your first name as your Dartmouth ID+first name (e.g., F003875 James). Having done this you need to

Add me as a coach. To do this click on account name in top right and go to Profile. Then go to the Coaches tab and enter the class code FQC67W into "Add a Coach"
Add the master course code EGMRE3

Additionally please look at the Khan Academy Assignments Outline

Additional Resources:

Paul's Online Math Notes
MIT online lectures
Practice Exams

Cheat Sheets:

Grades:

Class Preparation	5%
Mastery in Problem Sets	10%
Class Participation	10%
Midterm I	25%
Midterm II	25%
Final Exam	25%
Total	100%

Exam Schedule:

1st Midterm exam: Thursday, January 26, 6-8pm

Location: Wilder 104, Solutions: Midterm 1 Solutions.pdf

2nd Midterm exam: Thursday, February 16, 6-8pm

Location: Wilder 104,

Final exam: Saturday, March 11, 3-6pm

Location: Cook Auditorium, Murdough

If you have a conflict with one of the midterm exams due to religious observance, scheduled game/performance, ect. please notify me at least one week in advance to find alternative arrangements.

Considerations:

Some students may wish to take part in religious observances that occur during this academic term. If you have a religious observance that conflicts with your participation in the course, please notify me so that I may plan accommodations.

For students with disabilities who may need disability-related academic adjustments and services for this course, please contact me (Benjamin.K.Breen.GR@dartmouth.edu) as soon as possible. Students requiring disability-related academic adjustments and services must consult the Student Accessibility Services office (205 Collis Student Center, 646-9900, Student.Accessibility.Services@Dartmouth.edu).

Groups:

Group Number	Members
1	Hana Dai, Kerrigan Quenemoen, Ana Japaridze
2	Paula Kutschera, Lizzie Clark, Lily Clark
3	Danielle Okonta, Paula Lenart, Mia Newkirk
4	Jhon Ortiz, Justin Wince, Ben Eisner
5	Sarah Ross, Liz Mastrio, Michael Thurston
6	Alain Carles, Daniel Perez, Noah Piou
7	Namrata Ramakrishna, Sebastian Mayr, Caitlyn McGrail
8	Kristina Mathis, Jennie Harlan, Dominika Cornejo
9	Julianna Thomson, Nia Gooding, Michael Robelo, Cecilia Lopez
10	Charlie Michalowski, James McLaughlin, Ben Wisdom
11	Randy Zhang, Augusta Terkildsen
12	Emmanuel Moore, Anthony Robles, Breanna Sheehan

Course Materials

Date	Topic	Slides	Group Work	Solutions	Additional Materials
01/04	Introduction
01/06	1.1-1.3 Functions	Slides 01:06.pdf	Group work 01:06.pdf	Solutions.pdf
01/09	1.4-1.5 Limits	Slides 01:09.pdf	Group work 01:09.pdf	Solutions.pdf	Epsilon-Delta Proofs.pdf
01/10	Optional X-hour				Extra practice.pdf
01/11	1.6-1.7 Limits	Slides 01:11.pdf	Group work 01:11.pdf	Solutions.pdf
01/13	1.6-1.7 Limits	Slides 01:13.pdf	Group work 01:13.pdf	Solutions.pdf
01/17	1.7 Epsilon-Delta	Slides 01:17.pdf	Practice problems.pdf	Solutions.pdf	Extra practice 2.pdf
01/18	1.8 Continuity	Slides 01:18.pdf	Group work 01:18.pdf	Solutions.pdf
01/20	2.1-2.2 Derivatives	Slides 01:20.pdf	Group work 01:20.pdf	Solutions.pdf
01/23	2.3 Differentiation Rules	Slides 01:23.pdf	Group work 01:23.pdf	Solutions.pdf	Extra practice 3.pdf
01/24	Exam Review
01/25	2.4 Trig Derivatives	Slides 01:25.pdf	NA
01/27	2.5 Chain Rule	Slides 01:27.pdf	Group work 01:27.pdf	Solutions.pdf
01/30	2.6 Implicit Differentiation	Slides 01:30.pdf	Group work 01:30.pdf	Solutions.pdf
02/01	2.8 Related Rates	Slides 02:01.pdf	Group work 02:01.pdf	Solutions.pdf	Extra practice 4.pdf
02/03	2.9 Linearization	Slides 02:03.pdf	Group work 02:03.pdf	Solutions.pdf
02/06	3.1-3.2 Max/Min and MVT	Slides 02:06.pdf	Group work 02:06.pdf	Solutions.pdf
02/07	3.3 First Derivative Test	Slides 02:07.pdf	Practice problems.pdf	Solutions.pdf	Chari extra practice.pdf
02/08	3.3 Concavity	Slides 02:08.pdf	Group work 02:08.pdf	Solutions.pdf
02/10	3.4 Limits at Infinity	Slides 02:10.pdf	Group work 02:10.pdf	Solutions.pdf	Extra Practice 5.pdf
02/13	3.5 Curve sketching	Slides 02:13.pdf	Group work 02:13.pdf	Solutions.pdf	Extra Practice Malik.pdf
02/15	3.7 Optimization	Slides 02:15.pdf	Group work 02:15.pdf	Solutions.pdf
02/17	3.7 Applications to Econ.	Slides 02:17.pdf	Group work 02:17.pdf	Solutions.pdf
02/20	3.7 Advanced Optimization	NA	Group work 02:20.pdf	(partial) Solutions.pdf	Optimization Extra Practice.pdf
02/22	3.9 Antiderivatives	Slides 02:22.pdf	Group work 02:22.pdf	Solutions.pdf	Optimization Extra Practice (Partial) Solutions.pdf
02/24	4.1 Areas and Distances	Slides 02:24.pdf	Group work 02:24.pdf	Solutions.pdf
02/27	4.2 Definite Integral	Slides 02:27.pdf	Group work 02:27.pdf	Solutions.pdf
02/28	4.2 Properties of Integrals	Slides 02:28.pdf	NA
03/01	4.3 FTC	Slides 03:01.pdf	Group work 03:01.pdf	Solutions.pdf
03/03	4.4 Indefinite Integrals	Slides 03:03.pdf	Group Work 03:03.pdf	Solutions.pdf
03/06	4.5 + 7.1 U-sub + Integration by Parts	Slides 03:06.pdf	Group work 03:06.pdf	Solutions.pdf
03/07	Review	NA	Integration Practice.pdf	Additional Problems Chari.pdf
03/08	Review	NA	Review (since midterm II).pdf	Partial Solutions.pdf