Mathematics 122-08
 Calculus II
Syllabus

 Spring 2006

Notice

There may be alterations or supplements to this policy. 
More homework problems will be assigned  later on.

Instructor: J. Dauns
  122 -08,  MWF 11:00 AM in DINW 123 .   Lab: Thur 8:00-9:15 AM in DINW D201C.
J.Dauns, office Gibson 404. Phone:862-3426, or 865-5727.


Syllabus (there will be modifications later)
Text:  Calculus (Early Transcendentals ), 5th edition, by J.STEWART.


Important Fact. 

    Some parts of the text are emphasized, and some are not. There will be material covered in the lectures which is NOT in the text. Make sure that you come to every lecture. It would be very time consuming to learn the material by yourself by reading the text alone, or learning in great detail by yourself material which the rest of the class skips.

Calculator
Calculators such as TI-84  are allowed for tests and quizzes unless said otherwise. Calculators capable of symbolic computation (e.g. integration ) usually are NOT allowed (see the instructor).

Examinations

There will be three or four tests  ( we may have to omit test IV if there is not enough time )during the semester in addition to a final examination on Thursday, May ?, 2006 8:00AM-noon . No make up tests will be given. If you present one week in advance a valid excuse (e.g., note signed by your dean, or your academic advisor,and your doctor (MD) ), then some of your other scores will be used as substitutes.
The dates of class tests will be announced later at least 4 days in advance.
Test I:   January 
Test II: February 
TEST III: March ??  
Test IV : April  ??

Final Exam

Friday, May 5,  3:00-6 :00 PM.  University policy established by Deans: Failure to take the final at the above time results in an automatic F for the course. There are NO make-up finals.

Homework

Some homework problems will be listed in the syllabus below, others will be assigned in class.You should automatically do the homework covering the lectures WITHOUT being explicitly told what page is due when. Homework is to be done and kept in a loose leaf notebook (NOT A SPIRAL NOTEBOOK), clearly labeled by CHAPTER, SECTION, PAGE, and NUMBER. Homework is a PREREQUISITE of the course. Even if you PASS all tests and final but at the end of the term do not have a homework notebook, you may FAIL the course, or get an I.

Quizzes

Quizzes can be given any time , missed quizzes can not be made up.

Attendance

If you must miss a class ( e.g. for participation in a Tulane sponsored athletic or ROTC activity), you must turn in well in advance an 8x11 blank page of paper with your name,course, section,date, social security number, and reason for absence for each absence. It is NOT enough to hand in a laundry list of lots of dates (of sports events) at the beginning.Class attendance is mandatory, and after a third unexcused absence, you may be asked to withdraw from the course, and/or your course grade will be decreased by one letter. Part of your homework consists of understanding the material presented in class on the blackboard, and being able to do problems like those done in class. Your tests, quizzes, and final includes these problems and this part of your homework ("not everything on tests comes from the book" ).Suggestion : without looking at the book or your notes, try to reproduce in writing what was done in class.
We plan to have about 4-5 hours of review at the end.

Grades

90-100% is A; B is 80-90%; C is 60-80%; D is 40- 60%; F is < 40%. Approximately, final is 35-45%; rest tests, homework,quizes 55-65%.
Tests, Quizzes, Homework: 55-65%,   Final Exam  35 -45%.




We will cover the material below BEFORE the dates below so as to have some time at the end to review.

Homework will be regularly collected and graded. The percentage distribution of your effort toward
the final grade is approximately as follows::
 
Tests, Quizzes, Homework: 55-70%,   Final Exam  30 -45%
Class Structure: Most of each class will be occupied by lecture.  My lectures will be based on the topics in the book, but I will not restate their account of the material. Rather, I will give a complimentary development with the expectation that you will read the text as we progress in class.

Many homework problems, with or without slight modifications, will appear in quizzes and tests (so will the examples that I work on in my lectures and the examples solved in the textbook). Thus, it is absolutely imperative to work on each of the assigned problems, to attend all the classes and to read the textbook.

The primary homework is the one used by the section leader of all 115 sections ( who will probably write your final ).
You should automatically do the homework covering the lectures WITHOUT being explicitly told what page is due when. The time table is the section leaders, not ours. We will cover everything much sooner in order to have some time at the end to review.  I have discovered from past experience that heavy reviewing at the end dramaticaly increases  your final exam score.

PRIMARY HOMEWORK ASSIGNMENT

                                                                       SYLLABUS

Est. Date

Sections

Assignment

 

Review of integral, area, FTC

5.2: 36,40,51,56

5.3: 5,7,8,19,20,28,39

5.4: 1,5,11,17,29

 

Review of integral, area, FTC

 

 

5.5 Substitution

5.6 Logarithm

5.5 1,2,3,13,19

5.6 1, 3

 

6.2 Volumes

6.4 Work

6.2: 1,2,3,5,31,49

6.4: 1,3,5,8,14,29

 

7.1 Integration by parts

7.2 Trig integrals

7.1: 3,4,5,15,61

7.2: 1,2,3,4

 

7.3 Trig substitution

7.4 Partial fractions

7.3: 1,2,3,7

7.4: 1,2,3,4,7,11,13,14

 

7.5 Strategy (read)

7.7 Approx integration

7.7:  3,4,7,10,22

6 Feb

7.8 Improper integrals

1, 7, 13, 20, 43, 51, 70

8 Feb

8.1 Arclength

8.2 Surface area

8.1:1,2,5,20,22,30ab

8.2:1,4,5,14,17,29

(can use integral tables)

10 Feb

same

 

13 Feb

Go over practice test in class

 

*14 Feb*

Test I in lab

 

15 Feb

9.1 Modeling

9.2 Euler method

9.1:  p.591,#3,9,10

9.2: p.598.#1,23

17 Feb

9.3 Separable eqns

9.3: p.607,#1-5,11-14

20 Feb

9.4 Exponential growth

9.4: p.620, #2,3,8,11,14,15

22 Feb

9.5 Logistic eqns

9.6 Linear eqns

9.5:,p.629,#1-3

9.6: p.636,#8-11,15-18

24 Feb

same

 

15 Feb

9.1 Modeling

9.2 Euler method

9.1:  1, 3, 4, 7, 9, 10

9.2: 1, 3, 5, 19, 22, 24

17 Feb

9.3 Separable eqns

9.3:1,6,11,14,18,36,39,42a

20 Feb

9.4 Exponential growth

9.4: 2,3,5,10,15,19,20

22 Feb

9.5 Logistic eqns

9.6 Linear eqns

9.5: 6,8,11a,c,d (use phase line, not direction field)

9.6: 1—4, 5,6,11,29,33,35

Section leaders
Problems

 10.1,10.2,10.3,.10.4

 10.1:1,2,3 (use calculator),5,6,12,15,19,23,31.
10.2:1,3,4,17,22,31,37,40.
10.3:3,4,5i,7-10,17,29,35.
10.4:1,5,6,8,17,48

 There may be some overlap. Do also following.Mar 10

 10.1 parmaetric curves, 10.2

 &10.1,p.656,#1,5-7,35. &10.2,p.666,#1,3,7,13,37-39,42

 Mar 13

10.3 Polar coord.

10.4         

 &10.3,p.677,#3,4,5a,6a,7-9,15,16, 33,35,36,63,64
&10.4,p.683,#3,5-10,23,27,28,39




 

section  leaders

11.1 Sequences
11.2 Series

 11.1:  2,16,18,20,27,29,33
11.2: 9,10,15,21,22,30,35,58
section
leaders
 11.3 Integral test
11.4 Comparison test
11.5 Alternating ser.
11.6 Ratio test
11.7 Strategies

 11.3: 1,5,6,15,20,23,25,32
11.4: 1-5,9,10,24,37,46
11.5: 3,7,11
11.6: 2-10,12,18,23,20,31
11.7: 1-4,6,16,20,28,30,35,38


11.1 Sequences

11.2 Series

 &11.1,p.710, #5,6,7,9-12,15-20,61,62

&11.2, p.720,#19-24,35,36,41-43


11.3 Integral test

11.4 Comparison test

&11.3, p.728,3-8,20-22,30

&11.4,p.734,#3-8,23-26

11.5 Alt. series,11.6 Ratio test 11.7 Strategies

 &11.5,p.739, # 4-10,23,24.
&11.6, p.746,#14, 22,27 &11.7,p748,#17-19,21-25
section leaders

 11.8 Power series
11.9 Representations
11.10 Taylor

 11.8:  3,4,6,8,10,12,13,16,19,21
11.9:     3,4,6,8,10,11,13,14,18,23
11.10:   2,4,6,11,13,18,26-28,39,48,49,60
section leaders

11.11 Binomial
11.12 Applications

 11.11: 1,2,3,7,9,13,15,18
11.12 :  1,13,18-20,25,27,29


 


 


11.8 Power series

11.9 Rep’n of functions as power series

11.8

11.9

same

 


11.10 Taylor and Maclaurin series

 


same

 


11.11 Binomial series

 


11.12 Applic’n of Taylor Polynomials

 


same

 


 

 

19 Apr

 

21 Apr

12.1

 

24 Apr

12.2

 

25 Apr

12.3

 

26 Apr

12.4

 

28 Apr

Review old exam

 

5 May

FINAL EXAM 3pm

 

 

 

 

 

 

 

 

 

 

 

 

 

















































































 

 

 




                             SECONDARY HOMEWORK ASSIGNMENTS





Lesson
 Estimated date
 Sections
 Assignment