Mathematics 311

181 CALCULUS I (4+1) 4 credits

Instructor  Course Section                      Time
------------------------------------------------------------------------
Eric Olson  001 Math 311 INTRO TO ANALYSIS II   MWF 11:00-11:50am AB205

Course Information

Instructor:
Eric Olson
email:
ejolson at unr edu
Office:
MWF 12 noon Ansari Business Building AB 614 and by appointment.
Homepage:
http://fractal.math.unr.edu/~ejolson/311/
Text:
Willian Wade, Introduction to Analysis (3rd Edition), Prentice Hall, 2003.
Note there is a 4th edition of Wade's book which may be available at within the next month. I will be using the 3rd edition that was used for 310 last semester.

Handouts

Homework

Assignment #1 Due Aug 26, 2009
    Section 8.1 # 2abc, 6, 9ab

    Extra Credit: Prove or provide a counterexample to the claim 
    that |x|_p -> |x|_infinity as p -> infinity

Assignment #2 Due Sep 16, 2009
    Section 8.2 # 1a, 3, 6a
    Section 8.3 # 1, 6a, 9
    Section 8.4 # 1abcd, 3, 6

Assignment #3 Due Oct 2, 2009
    Section 9.1 # 6, 10ab
    Section 9.2 # 3
    Section 9.3 # 2, 9

    Prove if b_n <= c_n for all natural numbers n and c_n -> c 
    as n -> infinity.  Then for every epsilon > 0 there is 
    a natural number N large enough that b_n < c + epsilon for 
    every n >= N.

    Extra Credit: Prove or disprove that the set

        { 0 } union { 1/n : n = 1, ..., infinity }

    is closed.

Assignment #4 Due Oct 26, 2009
    Section 11.1 # 4, 6a
    Section 11.2 # 1a, 7
    Section 11.3 # 1bd, 2a, 4abcde
    Section 11.4 # 2ab, 9

Assignment #5 Due Dec 4, 2009
    Page 358 # 7
    Page 367 # 1ab, 6
    Page 405 # 2abc, 6ab, 10
    Page 418 # 2d, 4abc

Lectures

  1. August 24
  2. August 26
  3. August 28
  4. August 31
  5. September 2
  6. September 4
  7. September 9
  8. September 11
  9. September 14
  10. September 16
  11. September 21
  12. September 25
  13. September 28
  14. September 30
  15. October 2
  16. October 5
  17. October 7
  18. October 12
  19. October 14
  20. October 16
  21. October 19
  22. October 21
  23. October 23
  24. Lost October 26: Differentiability of the inverse function.
  25. October 28
  26. November 6
  27. Lost November 9: Convergence of pseudo-Newton's Method and start of Integration.
  28. November 13
  29. November 16
  30. November 20
  31. November 23
  32. December 4

Calendar

Mon, Aug 24, 2009   Instruction begins
                    Chapter 8.1-8.3
Mon, Aug 24, 2009   Late registration begins

Mon, Aug 31, 2009   Chapter 8.4-9.1
Wed, Sep 2, 2009    Final Date: adding classes or changing registration
Wed, Sep 2, 2009    Final Date: late registration and paying fees
Wed, Sep 2, 2009    Undergraduate Application for Graduation due
Wed, Sep 2, 2009    Final Date: 100% refunds

Mon, Sep 7, 2009    Labor Day
                    Chapter 9.2-9.3

Mon, Sep 14, 2009   Chapter 9.3
                    Review on Wednesday
                    Exam 1 on Friday

Mon, Sep 21, 2009   Chapter 10.1-10.3

Mon, Sep 28, 2009   Chapter 10.4-10.5
Thu, Oct 1, 2009    Graduate Application for Graduation due
Fri, Oct 2, 2009    Final Date: 50% refunds

Mon, Oct 5, 2009    Chapter 10.6-11.2

Mon, Oct 12, 2009   Chapter 11.3
Fri, Oct 16, 2009   Final Date: dropping classes

Mon, Oct 19, 2009   Chapter 11.4

Mon, Oct 26, 2009   Chapter 11.5
Fri, Oct 30, 2009   Nevada Day

Mon, Nov 2, 2009    Chapter 11.6
Chapter 13.1        Quiz 2
                    Chapter 12.1-12.3

Mon, Nov 9, 2009    Chapter 12.4
Wed, Nov 11, 2009   Veteran's Day
                    Exam 2 on Friday

Mon, Nov 16, 2009   Chapter 13.1-13.3

Mon, Nov 23, 2009   Chapter 13.3-13.5
Thu, Nov 26, 2009   Thanksgiving Day
Fri, Nov 27, 2009   Family Day

Mon, Nov 30, 2009   Chapter 13.5-13.6
Sat, Dec 5, 2009    Commencement

Mon, Dec 7, 2009    Review
Wed, Dec 9, 2009    Prep Day

Thu, Dec 10, 2009-
Wed, Dec 16, 2009   Finals Week

Grading

     3 Quizzes                 20 points each
     2 Exams                   70 points each
     1 Final Exam             100 points
     6 Homework Assignments    10 points each
    ------------------------------------------
                              360 points total

Final Exam

Final exam will be held on Monay, Dec 14, 2009 at 9:45-11:45am in AB205.

Equal Opportunity Statement

The Mathematics Department is committed to equal opportunity in education for all students, including those with documented physical disabilities or documented learning disabilities. University policy states that it is the responsibility of students with documented disabilities to contact instructors during the first week of each semester to discuss appropriate accommodations to ensure equity in grading, classroom experiences and outside assignments.

Academic Conduct

Bring your student identification to all exams. Work independently on all exams and quizzes. Behaviors inappropriate to test taking may disturb other students and will be considered cheating. Don't talk or pass notes with other students during an exam. Don't read notes or books while taking exams given in the classroom. You may work on the programming assignments in groups of two if desired. Homework may be discussed freely. If you are unclear as to what constitutes cheating, please consult with me.
Last Updated: Fri Aug 28 10:00:33 PDT 2009