AMAT 219 L06 (Winter 2010)
"Multivariable Calculus for Engineers"
Course Outline
Instructor:
Anatoliy Swishchuk
E-mail: aswish@math.ucalgary.ca
Office: MS552
Tel.: (403) 220-3274
Office Hours: T: 1:00-2:00pm; Th:1:00-2:00pm
Teaching Assistants:
Mobolaji Ogunsolu
Tel.: (403) 210-8497
Office: MS352
E-mail: moogunso@ucalgary.ca

Place: ENA 103

Lectures Schedule and Tutorials 
Lectures schedule (L01)
Labs'  schedule (Lab11/12)
Tuesday/Thursday  11:00-12:15  (ENA 103)
   Lab11: W: 10:30-11:45am, ST 133 - A. Swishchuk
   Lab12: W: 10:30-11:45am, ST129 - M. Ogunsolu

Syllabus:
Techniques of Integration, Double and Triple Integrals, Partial Derivatives, Applications

Course Information Sheet

 Important Course Dates:
First day of class: 11:00, Tuesday, January 12, 2010
Quiz # 1: Feb 3, 2010
Quiz # 2: February 24, 2010
Midterm: 6:30-8:00pm, Thu, March 11, 2010
Quiz # 3: March 31, 2010
MathXL Assignments (6) Due: 1(Jan 31), 2(Feb14), 3(Mar7), 4(Mar24), 5(Apr6), 6(Apr18)
Maple Assignment Due:  Wed, April 7
Last day of class: April 15, 2010.
Winter Session Final Examinations: April 19-29, 2010

Final Exam: Thursday, April 29, 8:00-10:00am, ST 135

Recommended texts: 
"Calculus. A Complete Course" by Robert A. Adams, Seventh Edition, 2010, Pearson Education Canada Inc., Toronto, Ontario
                          
Course Web Page:
The current official syllabus for this course is available in the wall pockets across from MS 476 and
on the webpage at www.math.ucalgary.ca Course Listing-Undergraduate.
There is also a web page for this course which contains the course outline, tentative course schedule,  grading scheme, important class dates, etc.
Announcements made in class will be posted there (see end of this web-page). The address of this web page is: http://www.math.yorku.ca/~aswish/amat219W10.html/

Midterm, Quizzes, Assignments:
There will be 1 Midterm (March 11, 2010), 3 Quizzes, 6 MathXL Assignments and 1 Maple Computer Assignemnt.

Final Exam:
Thursday, April 29, 8:00-10:00am, ST 135
It will cover all the materials covered in this course.

Grading scheme (Course Evaluation)
 Exam, Midterm and Quizzes
Value (% of your final mark)
Dates
Midterm
25%
Thu, March 11, 2010, 6:30-8:00pm
Quizzes (3)
Assignments (MathXL) (6)
Maple Computer Assignment (1)
9%
12%
4%
Q1:Feb 3; Q2: Feb 24; Q3: Mar 31
A1(Jan 31), A2(Feb14), A3(Mar7), A4(Mar24), A5(Apr6), A6(Apr18)
Due: Wed, Apr 7
Final Exam 50% Thursday, April 29, 8:00-10:00am, ST 135


Tentative Lectures Schedule for AMAT 219
Month
Day
Tuesday
Day
Thursday
Jan
12
Lec1: Technique of Integration: Integration by Parts (sec. 6.1-6.2)
14 Lec2: Technique of Integration: Inverse by Substitution and Rational Functions (sec. 6.2)
Jan
19
Lec3: Technique of Integration: Inverse Trig Funactions (sec. 6.3) 21
Lec4: Technique of Integration: Improper Integrals (sec. 6.5)
Jan
26
Lec5: Numerical Integartion: Trapezoidal and Midpoint Rules (sec. 6.6-6.7)
28
Lec 6: Numerical Integartion: Midpoint and Simpson's Rules. Functions of Several Variables (sec. 6.7, 12.1)
Feb
2
Lec7: Limits and Continuity, Double Integrals (sec. 12.2, 14.1)
4
Lec8: Double Integrals: Cartesian Coordinates (sec. 14.1-14.2)
Feb
9
Lec9: Double Integrals: Polar Coordinates, Mass, Moments (sec. 14.4, 7.4) 11
Lec10: Double Integrals: Centre Mass, Centroids (sec. 7.4-7.5)
Feb
16
Reading Week
18
Reading Week
Feb
23
Lec 11: Analytic Geometry in 3 Dimensions, Vectors (sec. 10.1-10.2)
25
Lec 12: The Cross Product in 3-Space (sec. 10.2-10.3)
Mar
2
Lec13: Planes and Lines (sec. 10.4)
4
Lec14: Quadric Surfaces (sec. 10.5)
Mar
9
Lec15: Triple Integrasls (sec. 14.5)
11
Lec16: Change of Variables in Triple Integarls (sec. 14.6)
Mar
16
Lec17: Change of Variables in Triple Integrals (sec. 14.6)
18
Lec18: Applications of Triple Integrals (sec. 14.7)
Mar
23
Lec19: Parametric Curves, Smooth Parametric Curves, Slopes (sec. 8.2-8.3) 25
Lec20: Arc Length and Areas for Parametric Curves (sec. 8.3-8.4)
Mar-Apr
30
Lec21: Vector Functions of One Variables, Some Applications of Vector Differentiation (sec. 11.1-11.2)
1
Lec22: Partial Derivatives (sec. 11.3, 12.3)
Apr
6
Lec23: Higher Order Derivatives (sec. 12.3-12.4)
8
Lec24: The Chain Rule (sec. 12.4-12.5)
Apr
13
Lec25: Implicit Functions (sec. 12.5, 12.8) 15
Lec26: Extreme Values (sec. 13.1)


Announcements: 
USRI is running Online this term between April 1 and April 16.  Please, evaluate this course. Thank you.
1) Your Course Name: W10 AMAT 219 L06 A. Swishchuk

2) Your MathXL Course ID number: XL0F-S1KO-901Y-8MW2
3) MathXL Access (You can also access MathXL through MyUofC, Blackboard)
4) DARC Schedule for Amat 219 (extended: April 19-23 & April 26-28)
6)  Final Exam: Thursday, April 29, 8:00-10:00am, ST 135
(Bring in your ID)

 
AMAT 219 Tables
This page was updated on May 5, 2010.