Course
Title |
Calculus IV |
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| Prerequisites |
MAT 273 |
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Instructor |
Kunio
Mitsuma |
Email |
Click here to email me. |
Office |
266 Lytle Hall |
| Phone |
+1 (610) 462-WPJW (text messages) |
Office
Hours |
Click here to find my office hours. |
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|
Materials Needed
|
Required
University Calculus
ISBN-13: 9780321533487
Publisher: Pearson
Author(s): Hass, Weir, and Thomas
Optional
Schaum’s Outline of Advanced Calculus
ISBN-13: 9780071623667
Publisher: McGraw-Hill
• Paperback ($18.95) available at the publisher’s website.
Optional
Schaum’s Outline of Calculus
ISBN-13: 9780071508612
Publisher: McGraw-Hill
• Paperback ($20.00) available at the publisher’s website.
Optional
Schaum’s Outline of Beginning Calculus
For reviewing topics from earlier calculus course(s)
ISBN-13: 9780071594530
Publisher: McGraw-Hill
• eBook ($18.95) available at the publisher’s website.
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Coverage
of
the Textbook
(Tentative) |
| Chapter 10 |
Vector-Valued Functions and Motion in Space |
| Chapter 11 |
Partial Derivatives |
| Chapter 12 |
Multiple Integrals |
| Chapter 13 |
Integration in Vector Fields |
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| Calculators |
TI-89 Titanium or TI-84 Plus or TI-83 Plus.
You may use other calculators, but you are on your own. |
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|
Assignments |
Not
collected. |
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|
Attendance |
Not
taken. |
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Coverage
of
Quizzes & Exams |
Posted at a link on this page. |
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|
Quizzes |
Six (6) quizzes, each worth 10 points, will
be given.
The lowest quiz score will be dropped. |
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|
Makeup Quiz |
Not given. |
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Exams |
Three (3) paper exams, each worth 100 points, will be given. |
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Makeup Exam |
You must have a valid verifiable proof for your absence to request a makeup.
(For example, if you were ill, you must provide a note from a doctor’s office.)
If your request is granted, the makeup is given during the week before the finals week. |
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Final |
The final is worth 100 points and its structure is the same as other exams.
The final is cumulative. |
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|
Points |
A
possible maximum cumulative score in this course is 450
points.
The
breakdown is:
• Quizzes
(50 points): The top five (5) quiz
scores count.
•
Exams
(300 points)
• Final
(100 points) |
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Grading
System |
Your
grade in this course is based on your cumulative score.
Let x be
your cumulative score. Then, x will
be translated into a letter grade in accordance with the following grade
categories:
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Finding
Your Final
Grade in the Course |
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Academic
Dishonesty |
You
will receive a zero (0) on the quiz or exam.
There may be other penalties as well depending on the situation. |
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|
Tutors |
Free tutoring
service is available at the Math Lab in 157
Beekey.
Call them at 610-683-4207 or send them email to make an inquiry.
Click here to access the website of the Tutoring Center. |
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|
Disabilities |
If
you have a disability that requires accommodations, please
let me know so that I can assist you. Feel free to make an
appointment with me to discuss your needs. Click here to access the website of the KU Disability Services. |
| |
Catalog
Description |
MAT 274 – Calculus IV (3 sh)
This course is one of a series intended for students who major in mathematics, the sciences, or engineering. The topics include three-dimensional surfaces; the definition, properties, and partial differentiation of functions in more than one variable with applications; finding the extrema of functions in two variables; Lagrange multipliers; multiple integrals in various coordinate systems; Jacobians; line integrals in vector fields; and the application of Green's Theorem, the Divergence Theorem, and Stokes' Theorem. A graphing calculator is required for this course.
Prerequisites: MAT 273. |