Calculus II
MA163 Winter 2025 : Northern Michigan University

This is the syllabus for Calculus II.

Instructor

  • Dr. Josh Thompson | Office - JAMR 2226 | email
  • Classroom

  • Math 163-01 | JAMR 1313 | 10:00 - 10:50 pm | MWThF [zoom]
  • Math 163-02 | JAMR 3103 | 1:00 - 1:50 pm | MWThF [zoom]

    Daily attendance is required. You are expected to: come to class daily, be fully awake, pay attention and participate in the class discussion.

    Prerequisites

    You need either:

  • C or better in MA161
  • a satisfactory score on the Math Placement Exam.
  • You should be familiar with the ideas on this sheet.

    Course Links

  • Lecture notes and study guides are found at the top on the Notes page.
  • Textbook

  • Required: Rogawski: Calculus Early Transendentals 4e.
  • Office Hours

  • Monday: 2pm - 3pm
  • Thursday: 11am - 12pm, 2pm - 3pm
  • Friday: 2pm - 3pm
  • Grading

  • Homework 25%
  • Exams 50% (4 @ 12.5% each)
  • Final 25%
  • Achieve

    Homework will be adminstered via Achieve, and is due on Saturdays.

    Exams

  • Exam 1 - February 3
  • Exam 2 - February 27
  • Exam 3 - March 31
  • Exam 4 - April 22
  • MA163-01 - Mon April 28, 10am - 11:50am
  • MA163-02 - Tue April 29, 12pm - 1:50am
  • We follow NMU's Final Exam Schedule.

  • Calculators

  • You are not required to have a calculator
  • A great online calculator is DesMos.com
  • Calculators may be used on most exams.
  • You are not allowed to have any information saved in your calculators during examinations.
  • Laptops & Phones

    Do not use your laptop or phone in class unless instructed to do so.

    Other Resources

    Some of the best math videos on YouTube:

  • Krista King
  • Patrick JMT
  • Nancy Pi
  • Math Doctor Bob
  • Socratica
  • Kahn Academy

  • Both free and paid tutoring is available, in the tutoring lab on the 2nd floor of Jamrich.

    Learning Outcomes

    Upon successful completion of this course students will be able to:

  • Select and apply the appropriate integration techniques.
  • Demonstrate knowledge of parametric equations
  • Evaluate infinite sums and series and apply them to concepts such as convergence and divergence.
  • Evaluation of these learning outcomes will be done through a mix of assignments, class exercises, projects, research papers, group work, written & oral quizzes and tests.

    Course Description

    We will cover the all 7 chapters of the textbook, in roughly the following order.

  • Chapter 7 | Integration Techniques | Weeks 1-4
  • Chapter 8 | Applications of Integration | Weeks 5-8
  • Chapter 9 | Differential Equations | Weeks 9-11
  • Chapter 10 | Infinite Series | Week 12-13
  • Chapter 11 | Parametric Equations | Week 14
  • Natural Sciences Requirement This course satisfies the Foundation of Natural Sciences/Mathematics requirement. Students who complete this course should be able to demonstrate a basic understanding of mathematical logic; use mathematics to solve scientific or mathematical problems in college classes; express relationships in the symbolic language of mathematics; and appreciate the role of mathematics in analyzing natural phenomena.

    Academic Honesty: Cheating is not only unethical and pathetic, but is a violation of the Northern Michigan University Student Code and University Policy and grounds for your dismissal from the University.

    Discrimination & Harassment: Northern Michigan University does not unlawfully discriminate on the basis of race, color, religion, national origin, gender, age, height, weight, martial status, handicap/disability, sexual orientation or veteran status. If you have a civil rights inquiry, contact the Affirmative Action Office at 906-227-2420.

    Americans with Disabilities Act Statement: If you have a need for disability-related accommodations or services, please inform the Coordinator of Disability Services in the Dean of Students Office at 2001 C. B. Hedgcock Building (227-1737 or disserv@nmu.edu). Reasonable and effective accommodations and services will be provided to students if requests are made in a timely manner, with appropriate documentation, in accordance with federal, state, and University guidelines.

    The Registrar: Withdrawing from any course or any matters relating to registration are the responsibility of the student. For more information regarding this topic, check out the Registrars Website.