m 427l ap-h 55195
TRANSCRIPT
![Page 1: M 427L AP-H 55195](https://reader037.vdocument.in/reader037/viewer/2022100311/53f8fa13dab5cad23a8b4871/html5/thumbnails/1.jpg)
M427L AP Hons Fall 2011
TTh 11:00am-12:30pm RLM 6.120
Discussion Group: 55195: MW 3:00-4:00pm RLM 5.114
Instructor: John E. Gilbert
Office Hours: TTh 12:30-2:00pm
Office: RLM 12.134
TA: Kyudong Choi
Office Hours: M 4:00-6:00pm, W 4:00-6:00pm
Office: RLM 10.142
There will be no required text for the course, but you may find
MARSDEN & TROMBI Vector Calculus 5e ISBN: 978-0-7167-4992-9
useful for supplementary information and further exercises.
To gain full benefit from the use of Quest in this course you need to have Mathematica CDF Player loadedon your computer. This is FREE software available for download at http://www.wolfram.com/cdf-player.
HOMEWORK and LECTURE SCHEDULE M427L AP Hons
HW01: Single-Variable Calculus Review
HW02:
{Lecture 1. Vectors in Two- and Three-Dimensional space
Lecture 2. Inner Product, Length and Distance
HW03:
{Lecture 3. Matrices, Determinants, Cross Product
Lecture 4. n-Dimensional space, Coordinate systems
![Page 2: M 427L AP-H 55195](https://reader037.vdocument.in/reader037/viewer/2022100311/53f8fa13dab5cad23a8b4871/html5/thumbnails/2.jpg)
HW04:
{Lecture 5. Graphs of real-valued functions
Lecture 6. Differentiation, Paths and Curves
HW05:
{Lecture 7. Gradients, Directional Derivatives
Lecture 8. Higher Order Derivatives, Taylor’s theorem
HW06:
{Lecture 9. Extrema of real-valued functions
Lecture 10. Constrained Extrema
HW07:
{Lecture 11. Motion in Space
Lecture 12. Vector Fields
HW08:
{Lecture 13. Divergence and Curl
Lecture 14. Introduction to Double Integrals
HW09:
{Lecture 15. Integrals over Arbitrary Regions
Lecture 16. Triple Integrals
HW10:
{Lecture 17. Geometry of Maps
Lecture 18. Change of Variable, Jacobian
HW11:
{Lecture 19. Path Integral
Lecture 20. Line Integral
HW12:
{Lecture 21. Parametrized Surfaces and Area
Lecture 22. Surface Integrals of Scalar Functions
HW13:
{Lecture 23. Surface Integrals of Vector Functions
Lecture 24. Green’s Theorem
HW14:
{Lecture 25. Stokes Theorem
Lecture 26. Gauss’ Theorem
HW15: Lecture 27. Conservative Fields
![Page 3: M 427L AP-H 55195](https://reader037.vdocument.in/reader037/viewer/2022100311/53f8fa13dab5cad23a8b4871/html5/thumbnails/3.jpg)
August/September, 2011:
Monday Tuesday Wednesday Thursday
22
29
23
30
24
31
25
1
HW 02 due 3:00am
discussion Lecture 1
discussion Lecture 2HW 01 due 3:00am
discussion Lecture 3Training Quiz
September, 2011:
Monday Tuesday Wednesday Thursday
5
12
19
26
6
13
20
27
7
14
21
28
8
15
22
29
HW 03 due 3:00am
HW 04 due 3:00am
HW 05 due 3:00am
HW 06 due 3:00am
Labor Day Lecture 4 discussion Lecture 5
discussion Lecture 6 discussion Lecture 7
EXAM 1 Lecture 8 discussion Lecture 9
discussion Lecture 10 discussion Lecture 11
Quiz 1
Quiz 2
October/November, 2011:
Monday Tuesday Wednesday Thursday
3
10
17
24
4
11
18
25
5
12
19
26
6
13
20
27
HW 07 due 3:00am
HW 08 due 3:00am
HW 09 due 3:00am
HW 10 due 3:00am
discussion Lecture 12 discussion Lecture 13
discussion Lecture 14 discussion Lecture 15
EXAM 2 Lecture 16 discussion Lecture 17
discussion Lecture 18 discussion Lecture 19
Quiz 3
Quiz 4
Quiz 5
![Page 4: M 427L AP-H 55195](https://reader037.vdocument.in/reader037/viewer/2022100311/53f8fa13dab5cad23a8b4871/html5/thumbnails/4.jpg)
November/December 2011:
Monday Tuesday Wednesday Thursday
31
7
14
21
28
1
8
15
22
29
2
9
16
23
30
3
10
17
24
1
HW 11 due 3:00am
HW 12 due 3:00am
HW 13 due 3:00am
HW 14 due 3:00am
HW 15 due 3:00am
discussion Lecture 20 discussion Lecture 21
EXAM 3 Lecture 22 discussion Lecture 23
discussion Lecture 24 discussion Lecture 25
discussion Lecture 26 discussion Thanksgiving
discussion Lecture 27 EXAM 4 Final Review
Quiz 6
Quiz 7
Quiz 8
Quiz 9
FINAL: Tuesday, Dec.13, 9:00-12:00noon, room:TBA
COURSE GRADE
Your course grade will be determined by
• Homework (20%): 15 homework assignments will be set, and the 3 lowest homework scores will bedropped. These will be web-based with answers returned via the web.
• Quick Quizzes (7%): 9 quizzes will be set weekly during discussion groups. Each will lastapproximately 10-15 minutes and the 2 lowest quiz scores will be dropped. For these you will need to use aiCLICKER. Please obtain one and register it with Quest to obtain your Clicker # if you have not already doneso.
• Exams (45%): 4 exams will be set in class as announced in the lecture schedule. These will all be inbubble-sheet format. No exam scores will be dropped.
• Final (28%): a 3 hour comprehensive Final will be held on Tuesday Dec 13 beginning at 9:00am.This will be in bubble-sheet format.
Grades will use the +/− scheme but
GRADE CUT-OFFS WILL NOT BE ANNOUNCED UNTIL AFTER THE FINAL EXAM.
![Page 5: M 427L AP-H 55195](https://reader037.vdocument.in/reader037/viewer/2022100311/53f8fa13dab5cad23a8b4871/html5/thumbnails/5.jpg)
OTHER INFORMATION
Quest Charge: this course makes use of the web-based Quest content delivery and homework server system
maintained by the College of Natural Sciences. This homework service will require a $22 charge per student for its use,
which goes towards the maintenance and operation of the resource. After the 12th day of class, when you log into
Quest you will be asked to pay by credit card on a secure payment site. You have the option to wait up to 30 days to
pay while still continuing to use Quest for your assignments. If you are taking more than one course using Quest, you
will not have to pay more than $50 per semester. Quest provides mandatory instructional material for this course. For
payment questions, email: [email protected].
Students with disabilities: the University of Texas provides appropriate academic accommodations for qualified
students with disabilities. For more information, contact the Office of the Dean of Students at 471-6259, 471-6441
TTY. If you plan on using such accommodations, you need to notify me early in the semester.
Religious Holidays: by UT Austin policy, you must notify me of your absence at least 14 days prior to the
observance of a religious holiday. If you must miss a class, examination, or assignment in order to observe a religious
holiday, you will be given an opportunity to complete the missed work within a reasonable time after the absence.