MATH 2260 (Azoff) 
Calculus II for Science & Engineering
  Spring 2008

Last updated May 11.

Letter grades have been turned in to the registrar.  Final exams may be picked up.

Contents

  • Assignments
  • Exams
  • Average Percentages on Individual WebWork Problems
  • Tutoring/Study Aids
  • e-mail Addresses and Phone Numbers of Class Members
  • Course Syllabus
    •

    Assignment Summary

    Assign #
    		Due
    		 Hand In  Section
    		 Text Problems for Class Discussion and Extra Practice** 
    1
    		 Tu Jan 15
    		 WebWork assignment HassWeirThomas 5.2 to 5.5* 5.1
    		 3ac,7,19a
    5.2
    		 9,15,29b,35
    5.3
    		 5,17,65
    5.4
    		 23,25,29,39,43,61,75
    5.5
    		 17,19,29,43,59,67
    2
    		 Tu Jan 22
    		 WebWork assignment HassWeirThomas 5.6 to 6.1 5.6
    		 7,13,25,47,57,77,85,99
    6.1
    		 19,23,27,29,35,39,49,51,7,8
    3
    		 M Jan 28
    		 WebWork assignment HassWeirThomas 6.2 to 6.3 6.2
    		 1,3,5,7,11,15,21,23,25,28,34,39
    6.3
    		 1,3,9,11,17,27,29,33
    4
    		 F Feb 1
    		 WebWork assignment HassWeirThomas 6.4 to 6.5 6.4
    		 9,13,14,15,21,29
    6.5
    		 1,3,9,11,15,17 (initial value problems)
    5
    		 Tu Feb 12
    		 WebWork assignment HassWeirThomas 6.5 to 6.6
    Corrections to Test 1
    		6.5
    		 19,21,24,29,30,35,37,41 (word problems)
    6.6
    		 15,16,17,18,19,21,22,23,24
    6
    		 Tu Feb 19
    		 WebWork assignment HassWeirThomas 7.1 and 7.2
    		 7.1
    		 1,4,5,7,9,11,22,29,33,35,37,43,44,48
    7.2
    		 1,3,7,11,15,17,23,41,43
    7
    		 F Feb 22
    		 WebWork assignment HassWeirThomas 7.3 7.3
    		 1,3,5,7,13,16,19,21,29,39,41
    8
    		 W Feb 27
    		 WebWork assignment HassWeirThomas 7.4 7.4
    		 1,3,9,11,15,19,21,29,30,35,37,43,49
    9
    		 M Mar 3
    		 WebWork assignment MiscIntegrals
    		 Page 499
    		 69-89, 91-98
    10
    		 W Mar 19
    		 WebWork assignment HassWeirThomas 7.6 7.6
    		 3,9,23,29
    WebWork assignment HassWeirThomas 7.7 7.7
    		 1,3,5,7,11,15,35,37,41,47,51,53,55,63,67,69,70.74
    11
    		 M Mar 24
    		 WebWork assignment HassWeirThomas 8.1
    		 8.1
    		 7,11,13,17,19,23,25,27,33,41,43,45,49,59,66,93
    12
    		 W Mar 26
    		 WebWork assignment HassWeirThomas 8.2
    		 8.2
    		 1,3,5,7,11,15,23,25,27,29,35,37,39,41,42,43,45,47
    13
    		 M Mar 31
    		 WebWork assignment HassWeirThomas 8.3 8.3
    		 1-6,9,10,19,20,23,27,33
    WebWork assignment HassWeirThomas 8.4 8.4
    		 1,3,4,5,8,9,10,17,19,20,25
    14
    		 F Apr 4
    		 WebWork assignment HassWeirThomas 8.5 8.5
    		 2,3,5,9,15,19,21
    WebWork assignment HassWeirThomas 8.6 8.6
    		 1,2,3,5,11,13,15,19,27
    15
    		 Tu Apr 8
    		 WebWork assignment HassWeirThomas 8.7 8.7
    		 1,2,3,5,9,11,13,33,35,36,37,39,40,41
    WebWork assignment MiscSeqsSeries MiscSeqSer
    		 pp 573-574: 1-50
    16
    		 Su Apr 13, 10PM
    		 WebWork assignment Test3Review
    		 Test3Rev
    		 pp 573-574: 1-50
    17
    		 F Apr 18
    		 WebWork assignment HassWeirThomas 8.8 8.8
    		 1,3,5,7,9,11,13,21
    18
    		 W Apr 23
    		 WebWork assignment HassWeirThomas 8.9 8.9
    		 1,4,7,8,9,13,19,22,23,25,29,31,32,33,35
    19
    		 M Apr 28
    		 WebWork assignment HassWeirThomas 10.1-10.3 10.1
    		 1,5,9,19,23,27,37,41,45,49
    10.2
    		 5,12,13,19,23,25,33,37,41,43,45,47,49,51
    10.3
    		 1,3,13,16,17,18,19,21,24,29,33
    20

    		10.4
    		 1,6,13,15,17,21,25,27,33,41
    10.5
    		 1,3,9,21,23,25,27,31,35,39,47,53,73

    *See syllabus below for information about webwork.
    **A larger selection of Chapter 5 Problems can be found at http://www.math.uga.edu/undergraduate/MATH2250_deptsyllabi.pdf.  Practice problems should be looked over early, so troublesome concepts can be brought up for class discussion.

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    Exams

    The first hour exam was held on February 5.  It covered from Sections 5.1 through 5.6 and 6.1 through the discussion of separable differential equations ending in Example 2 of Section 6.5.   The median score on the test, including corrections, was 74.

    The second hour exam was held on Tuesday, March 4.  It covered Sections 6.5 and 6.6, Sections 7.1 through 7.4, and the mixed integration problems 69-89, and 91-98 on Page 499 of the text..  In connection with Section 6.5, you might have also reviewed the introductory discussions of differential equations and initial value problems from Section 4.8.  Several practice problems from Sections 6.5 and 6.6 were put in bold typeface;  the best way to study the Chapter 7 material was to analyze/work as many problems as possible from Page 499 of the text.  The median score on the test was 85.

    The third hour test was held on Tuesday April 15.  It covered through Section 8.7, that is, power series were included, but not Taylor series. 
    The median score was 76.

    Study Suggestions Given for First Hour Test
    1. Look over your WebWork Problems. See the file 2260t1guide.pdf for a list of all problems from the assignments covered, ordered by class medians-- that is, the first problems on the list were the ones most people had trouble with.
    2. Work text problems on areas of weakness indicated by 1).  Problems is bold typeface are especially representative.
    3. Be sure you understand the relationship between Riemann sums and definite integrals: partitions and Riemann sums, what it means for a function to be integrable, useful classes of integrable functions, and how to the compute definite integrals from the definition as limits of Riemann sums. 
    4. Be sure you understand, can state, and can apply both parts of the Fundamental Theorem of Calculus.
    5. Be sure you understand the approximation process underlying area and volume applications.  This includes drawing a relevant diagram, setting up an appropriate approximatation, and recognizing the approximation as a Riemann sum.
    6. Read or skim the text and/or notes.
    7. Study with friends.
    8. Get a good night's sleep and do not study the day of the test.
     Back to Contents

    Average Percentages on Individual Webwork Problems

    Assign Sections 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20
    1 5.2-5.5 100 92 68 100 93 89 93 78 85 93 81 85 83 89 100 93 85 85 85 74
    2 5.6,6.1 100 86 77 96 89 100 96 78 82 73 65 93







    3 6.2-6.3 100 96 100 93 93 74 89 73 96 80 96








    4 6.4-6.5 92 88 85 93 80 93 92












    5 6.5-6.6 94 96 87 100 100 92 100 88 96










    6a 7.1 96 92 88 96 92 92 80 92











    6b 7.2 100 96 92 92 96 88 83












    7 7.3 100 85 92 92 85 80 81 70











    8 7.4 99 79 96 89 93 81 93












    9 MiscInt 100 92 92 96 96 100 85 88 96 100 100 92 91 88 88 96 78


    10a 7.6 94 91 78
















    10b 7.7 89 100 93 96 93 89 74 93











    11 8.1 100 100 96 100 100 100 100 100 96 85 96 100 91 100 88 93 92


    12 8.2 100 100 100 100 94 100 100 96 100 96









    13a 8.3 98 100 98 92 58 77













    13b 8.4 100 100 100 100 100 100 100 100 100 100 93 86 73






    14a 8.5 100 96 96 100 78 76 88












    14b 8.6 93 96 96 78 85 89 59












    15a 8.7 100 99 100 100 92














    15b MiscSer 95 96 69
















    16 T3Rev 86 97 91 100 98 98 95 91 96 96 93 91 80 91 87 94 67 91 87 91
    17 8.8 96 96 100 93 86 47













    18 8.9 97 95 91 87 87 87 91 86 78 64 96 82 84 80 59




    19 10.1-10.3 95 95 92 95 80 83 91 38 63 64 84 81







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    Tutoring and Study Aids


    Free tutoring offered by the Mathematics Department:

    Free tutoring offered by the Division of Academic Enhancement:

    Back to Contents

    Phone Numbers and e-mail Addresses

    Go By Family Name email phone
    Rachel Applebaum rapple@uga.edu 770-354-2999
    Justin Czerniawski justincz@uga.edu
    Heather Dalton hdd112@uga.edu
    Timothy Daniel duckj88@uga.edu
    Danielle Frailey dani07@uga.edu
    Steven Hodskins steven07@uga.edu
    Sheila Kaiser skaiser@uga.edu
    Jacob Lackey 9ball@uga.edu 706-767-6912
    Jessica Lindblad jessie9@uga.edu
    Jay Lloyd redbaron15@hotmail.com 404-563-1774
    Avery Mann averymm@uga.edu
    Alesia Mickle amickle@uga.edu 678-779-8230
    Sonal Mistry sumistry@uga.edu
    Juan Mora jmora@uga.edu
    Clyde Murphy clymurf@uga.edu
    Sang Nguyen sdnguyen@uga.edu
    Tom Olinger tolinger@uga.edu 404-520-4354
    Kunal Patel kunalp89@uga.edu 478-997-7462
    Amanda Perofsky mandacp@uga.edu
    Cason Sisk cdsisk@uga.edu 229-444-4449
    Nicole Sobba sobbs@uga.edu
    Alex Tatem neon770@gmail.com
    Catherine Taylor cetaylor@uga.edu
    Andie Wilson moonshadowfey@gmail.com
    Joseph  Yoon jsyjyoon@uga.edu

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    MATH 2260 (Azoff) Spring 2008
    Calculus II for Science and Engineering 
    Course Syllabus

    Call Number 60-654



    Web Page  http://www.math.uga.edu/~azoff/courses/2260.html 



    Time & Place 9:05 - 9:55 AM on MWF
    9:30 - 10:45 AM on Tuesdays
    		 221 Boyd



    Text  University Calculus, by J. Haas, M. Weir, and G. Thomas, Pearson Education Inc., 2007,
    ISBN 0-321-35014-6



    Prerequisite
    		 MATH 2250 or 2300 or 2400.  These courses cover most of the first five chapters of the above text. 
    See the Departmental 2250 syllabus at http://www.math.uga.edu/undergraduate/MATH2250_deptsyllabi.pdf for details.
    Note: Former MATH 2200 students will need to spend extra time on Sections 5.1-5.6 as our review of that material will be brief; it would be a good idea to start on this before the semester begins. 



    Topics Chapter 5: Integation (Quick Review)
    Chapter 6: Applications of Definite Integrals
    Chapter 7: Techniques of Integration
    Chapter 8: Infinite Sequences and Series
    Chapter 10: Vectors and the Geometry of Space
    		 1 week
    4 weeks 
    3 weeks 
    4 weeks 
    3 weeks



    Grading Homework 
    Hour Tests (3 @ 100 pts) 
    Final Exam    		 100 points 
    300 points 
    200 points




    		See below for note on homework;  no late work will be accepted.  
    The final exam is scheduled for 8 - 11 AM on Monday May 5;  it will be comprehensive. 



    Instructor E. Azoff 
         e-mail 
         Phone 
         Office 
    		azoff@math.uga.edu
    542-2608 
    443 Boyd 

    Hours (Tentative)
    		 Monday through Friday:                     1:30 - 2:30 PM  No Office Hours on:
         Monday April 21

    Note on Homework.  Most assignments in this class will use a web-based homework system called WebWork. (Some assignments may also involve pencil and paper work.)

    The WebWork link is https://webwork.math.uga.edu/webwork2/Math2260_Azoff_Spr08/.  Your username is your UGA MyID and your initial password is set to your 810 student number; your UGA password is not involved.     WebWork Accounts have been set up for all students currently registered for the class. Email me at azoff@math.uga.edu if you have any problems following this link or accessing your account.

    Until a WebWork assignment is due, you can try the problems as many times as you like, and the system will tell you whether you have the right answer.  This lets you correct your work immediately.  Shortly after an assignment is due, answers will be posted.  You are welcome to work together on WebWork problems, but each student's problems will be slightly different, so copying others' answers will not work.

    First Assignment 
    Due Monday January 14

    Section Hand In  Text Problems for Class Discussion and Extra Practice** 
    5.1
    		 WebWork Assignment HassWeirThomas 5 2 to 5 5* 3ac,7,19a
    5.2
    		 9,15,29b,35
    5.3
    		 5,17,65
    5.4
    		 23,25,29,39,43,61,75
    5.5
    		 17,19,29,43,59,67

    *WebWork Accounts have been set up for all students currently registered for the class. Email me at azoff@math.uga.edu if you have any problems following this link or accessing your account.
    **A larger selection can be found at http://www.math.uga.edu/undergraduate/MATH2250_deptsyllabi.pdf.  Practice problems should be looked over early, so troublesome concepts can be brought up for class discussion.

    Back to Contents