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Week |
Sections |
Topics |
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8/20 |
9.1 |
3-D Coordinate systems |
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9.2 |
Vectors |
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9.2 |
Continue study of vectors |
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8/25 |
9.3 |
The Dot Product |
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9.4 |
The Cross Product |
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9.5 |
Equations of lines and planes |
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9.6 |
Functions
and surfaces.
Students should look at how this material
will be used in problems 17-30 on page 850. |
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8/29 |
Begin Maple Homework #0 "Maple basics" and #1:
"Vectors". Both due Friday, September 5 at 11:45 pm |
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9/01 |
Monday,
September 1 is the Labor Day Holiday |
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10.1 - 10.2 |
Vector Functions and Space
curves - derivatives and integrals of vector functions |
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10.3 |
Arc length and curvature. Treat
the binormal lightly. Point out that formula
#10.3.7 will be needed later in section 13.2. |
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10.3-10.4 |
More on curvature; Begin Motion
in space. |
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9/8 |
10.4 |
More on motion in space |
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11.1 |
Multivariable Functions.
Material up through level curves. |
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11.1 |
Level surfaces of
functions of 3-variables. |
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Friday,
September 12 - Review for Test #1 |
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9/15 |
Monday Sept. 15 TEST #1 |
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11.2 |
LIMITS AND CONTINUITY. Draw attention to
the first full
paragraph near the bottom of page 752, and refer students to section 2.3 in
the textbook. |
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11.3 |
PARTIAL DERIVATIVES. Omit PDE material on page 764-766. |
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11.4 |
Tangent planes and linear
approximations. Draw attention to theorem 8 on page
773. Omit "Tangent planes to parametric surfaces on pages 777-778.
This material will be covered later. |
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9/22 |
11.5 |
The Chain Rule |
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11.6 |
Directional derivatives and
the gradient vector. |
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11.6 |
Continue study of directional derivatives and the gradient vector. |
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11.7 |
Optimization |
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9/29 |
12.1 |
Double integrals over rectangles |
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9/30 |
Begin Maple Homework #2: "Boundaries of regions in the
plane" - Homework due Tuesday, Oct. 7 at 11:45pm |
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12.2 |
Iterated Integrals - Note that Maple Lesson
#2 deals with double integrals over general regions. |
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12.3 |
Double integrals over general
regions. Note that Maple Homework #2 shows
the students how to use Maple to find the limits of integration for general
regions |
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10/03 |
Friday, October 3- Review for Test #2 |
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Week |
Sections |
Topics |
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10/06 |
Monday,
October 6 - Test #2 |
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12.3 |
Continue study of double integrals over general regions |
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Oct.
9 -10 |
Fall
Break - Thursday and Friday |
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10/13 |
12.4 , |
Double integrals in polar
coordinates.
You will
need to spend part of 1 day introducing polar coordinates to your students.
Refer students to Appendix H. |
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12.4 |
More on double integrals in polar coordinates |
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12.5 |
Applications
of Double Integrals |
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12.7 |
Triple Integrals.
Note that Maple Homework #3 shows students how to use Maple to find limits of
integration for triple integrals. |
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10/17 |
Begin Maple Homework #3: "Boundaries of regions in
space" - Homework due Monday, Oct.
27 at 11:45 pm |
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10/20 |
12.7 |
More on triple integrals |
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9.7 |
Cylindrical and spherical
coordinates |
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12.8 |
Triple integrals in
cylindrical coordinates |
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12.8 |
Triple integrals in spherical
coordinates |
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10/27 |
13.1 |
Vector Fields |
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13.2
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Line integrals. First
briefly review parameterized curves from section 10.1 and formula #7 in
section 10.3. |
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10/31 |
Friday, October 31 - Review
for Test #3 |
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11/03 |
Monday, November 3 - Test
#3 |
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13.3 |
The fundamental theorem for line
integrals; Conservative vector fields and
potential functions |
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13.4 |
Green's Theorem |
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11/10 |
13.5 |
Curl and Divergence |
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10.5 |
Parametric
surfaces
- Note
that Maple Lesson #4 deals with this subject |
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11/11 |
Begin Maple Homework #4:
"PARAMETRIC SURFACES" - Homework due Thursday, November
20 at 11:45 pm |
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pp.
777-778 |
Tangent planes
to parameterized surfaces. |
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12.6 |
Surface area
of parameterized surfaces |
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11/17 |
13.6 (3
days) |
Surface Integrals Note that Maple Lesson #5
shows students how to use Maple to compute surface, surface area and flux
integrals. |
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Friday, November 21 -
Review for Test #4 |
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11/24 |
Monday, November 24 - Test
#4 |
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13.6 |
More on surface integrals - Note that Maple Lesson #5
shows students how to use Maple to compute surface, surface area and flux
integrals. |
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Begin Maple Homework #5: " SURFACES INTEGRALS" -
Homework due Sunday, December 7 at 11:45 pm |
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Thanksgiving Holiday Wednesday,
Thursday and Friday November 26-28 |
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12/01 |
13.7 |
Stokes' Theorem.
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13.8 |
The
Divergence Theorem |
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Review
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Semester Review |
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12/05 |
Review |
Semester Review and last day of classes |
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Exam Times |
8:00 - 11:00 a.m. |
1:00 - 4:00 p.m. |
6:00 - 9:00 p.m. |
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Exam Days |
Hours class actually meets during the
semester |
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Mon, |
9:10 - 10:00 a.m. MWF |
4:30 - 5:20 p.m. MWF |
7:30 - 10:15 p.m. M |
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Tues, |
8:30 - 9:45 a.m. TH |
1:30 - 2:45 p.m. TH |
7:30 - 10:15 p.m. T |
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Wed, |
8:05 - 8:55 a.m. MWF |
12:25 - 1:15 p.m. MWF |
6:00 - 7:15 p.m. MW |
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Thurs, |
11:45 - 1:00 p.m. T H |
3:00 - 4:15 p.m. TH |
6:00 - 7:15 p.m. TH |
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Fri, |
10:15 - 11:05 a.m. MWF |
1:30 - 2:20 p.m. MWF |
6:00 - 8:45 p.m. W |
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Mon, |
11:20 - 12:10 p.m. MWF |
3:00 - 3:50 p.m. MWF |
Common Exams |
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Tues, |
9:10 - 11:00 a.m. T or H |
4:30 - 5:45 p.m. TH |
6:00 - 8:45 p.m. H |
In order that students may complete semester projects, take lab tests, and prepare for final examinations, faculty members shall not give any tests or quizzes or assign any additional papers or projects during the final week of the semester. Regular homework assignments are permissible. Exceptions to this policy must be approved in advance by the department head and the dean of the college involved.
Final examinations for regularly scheduled classes have precedence over common final examinations. Instructors who give common final examinations should make arrangements for make up examinations on their courses.
Grade Report Rolls for ALL classes must be reported to the Department of Registration and Records within 48 hours after the scheduled completion time of the final examination.
REGULATIONS
1. No examinations may be given before December 8th
2. Examinations will be held ONLY between the hours indicated. Exceptions must be approved by the Dean of the College concerned.
3. Courses having both recitation and laboratory hours should use the class hours for determining when the examinations will be given.
4. In the schedule, the term ÒMondayÓ applies to classes having their first meeting of the week on Monday, Wednesday, or Friday; the term ÒTuesdayÓ applies to classes having their first meeting of the week on Tuesday, Thursday or Saturday (i.e., a class holding its first meeting of the week on Wednesday at 10:15 will take the examination as a Monday 10:15 class provided no student in the group has a regular class on Monday at that hour. If so, the examination will be an ÒarrangedÓ examination.)
5. Except for research, seminar, tutorial, or studio courses, final examinations should be given in all courses. Exemptions may be granted by the faculty member responsible for a particular course or section provided prior approval is obtained from the department head. Exemptions may be applied to whole courses, sections, groups of students, or individual students provided that these exemptions are applied equitably to all sections of multiple sectioned courses.
6. No student shall be required to take three consecutively scheduled final examinations within any 24-hour period. If students find that they have three consecutively scheduled exams, they should report to the department of Registration and Records before the exams are to be given, to have their schedules verified and to obtain a for approving their request to change the date of a specific examination as designated by the student. They will take the form to the specified instructor or departmental office and arrange for a new examination date. The instructor will enter the new date on the form and sign it. The instructor and the student should both retain a copy. The student shall be responsible for return of the form to the Department of Registration and Records, 1000 Harris Hall.