Call #  21078

Times: 3:30-4:55pm.

Room: Ed 128

Math 211

Calculus 1

 

Spring 2004

 

 

Instructor:            Dr. Hideaki Kaneko, Professor of Mathematics

Office:              BAL 524

Phone:              683-3882 (Main Office), 683-4969 (My Office)

e-mail:              hkaneko@odu.edu

Office Hours:            1-3pm. (T.Th.).  Other times by appointment.

 

Text:                 Calculus, Early Transcendentals, 5th. Ed., J. Stewart, Brooks/Cole, Publishers

Coverage:            Chapters 1.1 through 7.1.

 

Course             The first in a three course sequence, Math 211 systematically covers differential Description:            calculus of one variable. Limits(Ch.2), the derivative and its properties (Chs. 2-4)                                are covered fully. Definite integrals, indefinite integration and applications of                         integration are also developed(Chs. 5-6). The technique of integration by parts is                                     also discussed(Ch. 7.1)

                         http://www.lions.odu.edu/~hkaneko/teaching/spring04/211.htm

                         The website will contain general announcements, homework sets,

                         grades,  possibly partial solution sets. Students are encouraged to check

                         it with some frequency.

 

 

Grading             Lab Assignments            20%

Policy:             Tests                            50%

                        Final Examination            30%   ( Friday, April 30, 3:45-6:45 p.m.)

 

Other important dates:     

  

                          Monday, January 19 – MLKing Day (no class)

                          Tuesady, January 20 - Last day to add or drop without grade assignment

                          March 8-13               - Spring Break

                          Tuesday, March 16  - Last day to withdraw from classes

                          April 27   - Classes end.

                               

                       

This is a four credit-hour course. Three credit-hours will be dedicated to lectures, with the remaining one credit-hour devoted to computer laboratory assignments and problem solving. Two contact-hours are set aside for each laboratory assignment. If more than two hours are needed to complete an assignment, the lab will be open at other times. Please consult the Open Lab Hours Schedule for a complete list of times.

 

Typically, you will work on the lab assignments with a partner. Only members of the team who actively participate in completing the  entire lab assignment should type their names in the electronic  document submitted to the instructor. For example, it is not acceptable for a team to split a lab assignment into two parts and for each student to work on one part only. Any violation of this rule will be considered a breach of the ODU Honor Code.

 

When you work on the labs with a partner, you should assist one another in both understanding and completing the lab assignments. If neither of you can come up with a solution to a problem, either math or computer related, then get help. The instructor and/or lab assistants will be available whenever the lab is open.

 

Lab assignments are typically given every Tuesday and are due to be completed before the lab closes on Friday of the same week. They will be submitted in electronic form and returned, after grading, in the same way.

 

Mathcad 2000 will be used for all lab assignments. All work on the lab assignments must be done in the lab. As a result of participation in lab activities, you will be expected to acquire some proficiency in using Mathcad. About halfway through the course, every student will individually complete a test of basic Mathcad skills. To receive any credit for lab assignments, you must pass this test (or a re-test, if necessary).

 

The class tests and the final exam will be "closed book, no computers or calculators". However, some of the questions may be related to topics developed in lab assignments.

 

 

Homework:     

Suggested homework problems are listed below. Students will be expected to be able to solve all suggested problems. The assigned problems are representative of those given on class tests and the          final exam so that your performance in this course will generally reflect the skill attained at solving problems.

Unless otherwise stated, do only odd problems, e.g. problems 1-7 means problems 1, 3, 5, 7.

 

 

 

Sections

Covered

Page #

Homework Problems

Sections

Covered

Page #

Homework

Problems

1.1

22

1, 5-11, 17-23, 37-41, 53

3.9

251

1-23, 31-41

 1.2

35

1-5,9, 13,15,16

3.10

257

1-23, 33-37

 1.3

46

1-23, 35-49, 59-63

3.11

265

1-25

 1.5

63

1-25

4.1

284

3-11, 17-25, 31-63

 1.6

73

3-31, 35-41, 47-51

4.2

293

1-7, 11-19, 25

 2.1

89

3-7

4.3

302

1-51

 2.2

99

1-9, 13,23-29, 35

4.4

311

1-53, 57, 59

 2.3

109

1-29, 35-49

4.5

321

1-51

 2.4

120

1-5, 15-21

4.7

334

1-47, 54, 57

 2.5

131

1-19, 31-49

4.9

349

1, 5,7,11, 13,17

2.6

144

3-47

4.10

356

1-41

 2.7

154

1-11

5.1

376

 

 2.8

161

3-7, 13-29

5.2

388

33-41, 47-57

 2.9

171

1-11, 21-31, 37

5.3

398

3-41, 49-53

 3.1

189

3-35, 49-59

5.4

407

1-39, 47, 53

3.2

195

3-27, 33, 35

5.5

416

1-43, 49-69, 74

3.3

205

1-7, 11, 21, 27

6.1

438

1-29, 40, 41

3.4

213

1-25, 35-45

6.2

448

1-35, 47

3.5

221

1-45, 51, 57, 65

6.3

454

1-25,37-43

3.6

230

1-29, 41-49

6.4

458

1,3,7,9,13,15,19

3.7

237

1-19, 23-39, 43-49

6.5

462

1-13,17,19

3.8

245

1-31, 37-45

7.1

474

1-35, 45, 46