Here you will find information concerning the Quantitative Analysis (1100-2) class for the Spring 2002 Semester, which meets on M,W,F 9:40-10:30 am in AEB 350.

If you have any doubts, problems, concerns, etc., feel free to send a message to the instructor.

• Grades: both final exam and course grades are ready. The class averages are:

  	Class Average	Class Median
  Final Exam	71.8	72.4
  Course Grade	79.6	83

  The median says that 50% of the grades are bigger or equal than the number. For instance, a median of 83 means that 50% of the class got a final grade of, at least, 83/100.

• 5/1: Test 4 was given.
• 4/29: Covered section 14.4. A review session for the final exam was arranged for this Friday. More details later.
• 4/26: Covered section 14.2 on partial derivatives.
• 4/24: Covered section 14.1 on functions of several variables.
• 4/22: Covered section 13.7 on improper integrals.
• 4/19: Covered section 13.6 on integration by parts. Also, homework 10 was announced and is due on Monday 22.
• 4/17: Covered section 13.5 on using tables of integrals. Check here for a simple table of integrals.
• 4/15: Covered the first half of section 13.4 on continuous flows of income.
• 4/12: Section 13.3 on areas between curves was covered.
• 4/10: Test 3 was given.
• 4/8: Finished section 13.2.
• 4/5: Covered section 13.1 and part of 13.2. Homework 9 is due on Monday.
• 4/3: Reviewed part of 12.5 and introduced some summation formulas needed for 13.1.
• 4/1: Covered section 12.5 on differential equations.
• 3/29: Completed sections 12.3 and 12.4. Homework 8 is due on Monday. Also, Tests 3 and 4 were announced for (4/10 and 5/1 respectively).
• 3/27: Completed section 12.2 and still working on 12.3.
• 3/25: Started sections 12.2 and 12.3.
• 3/22: Covered section 12.1.
• 3/20: Test 2 was given.
• 3/18: Reviewed some material from chapter 10.
• 3/15: Covered section 10.5. Also, Test 2 was postponed till Wednesday 3/20, and a review class was scheduled for Tuesday (see above for more details).Homework 7 is due on Monday.
• 3/13: Covered section 10.4.
• 3/11: Covered section 10.3.
• 3/8: Completed sections 10.1 and 10.2 on local extrema and convexity of functions.
• 3/6: Covered most of section 10.1 on relative maxima and minima.
• 3/4: Covered section 11.4 on related rates. Test 2 was announced for Monday 3/18 (in class).
• 3/1: Covered section 11.3 on implicit functions. Homework 5 is due on Monday.
• 2/27: Classes restart after Olympic break. Covered Sections 11.1 and 11.2 on derivatives of logarithmic and exponential functions.
• 2/1: Test 1 was given.
• 1/30: Introduced higher order derivatives (section 9.8) and solved additional examples of computation of derivatives. Also, , Homework 4 was assigned and is due on Friday 2/1.
• 1/28: Discussed different examples of combined application of the different rules of derivation (section 9.7).
• 1/25: Discussed the product and chain rule (sections 9.5 and 9.6). Also, Homework 3 was assigned and is due on Monday. Last, we scheduled a review class for Thursday 1/31, 5:00--6:30 PM, in AEB 340.
• 1/23: Discussed properties of derivatives, roughly covering sections 9.4 and 9.5. Also, Test 1 was announced for Friday 2/1.
• 1/18: Discussed the relation between derivatives and tangent lines, finishing section 9.3. Also, Homework 2 was assigned and is due on Wednesday.
• 1/16: Started discussion of derivatives, section 9.3.
• 1/14: Finished section 9.2 on continuity and limits at infinity.
• 1/11: Started Section 9.2 on limits at infinity and continuous functions. Also, Homework 1 was assigned and is due on Monday.
• 1/9: Concluded section 9.1.
• 1/7: Started the discussion of limits (Section 9.1).
• 1/4: After a short introduction and comments about the course (see the syllabus) we reviewed several types of functions.

General Rules: 1) Homework will not be accepted after the due date, in class. 2) You must show your work: answers without explanation receive no credit.

• (Suggested) Homework 11 (This homework is only suggested and will not be collected/graded)
  • Section 13.7: 2, 8, 15.
  • Section 14.1: 9, 14, 23.
  • Section 13.2: 1,3,5,15,29,37.
• Homework 10 (Due Monday 4/22)
  • Section 13.3: 1, 4, 7, 9, 17, 29.
  • Section 13.4: 3, 11.
  • Section 13.5: 1, 3, 9, 16, 20, 31.
  • Section 13.6: 2, 3, 9, 17, 21.
  Solution (Downloads: PS, PDF).
• Homework 9 (Due Monday 4/8)
  • Section 12.5: 3, 7, 15, 29.
  • Section 13.1: 16, 21, 23.
  • Section 13.2: 1, 7, 13, 23, 34.
  Solution (Downloads: PS, PDF).
• Homework 8 (Due Monday 4/1)
  • Section 12.1: 1, 3, 5, 11, 15, 27, 43.
  • Section 12.2: 1, 7, 9, 17, 27, 39.
  • Section 12.3: 1, 3, 17, 19, 31.
  • Section 12.4: 1, 7.
  Solution (Downloads: PS, PDF).
• Homework 7 (Due Monday 3/18)
  • Section 10.3: 1, 3, 5, 25.
  • Section 10.4: 1, 5, 7, 13, 31.
  • Section 10.5: 1, 5, 9.
  Solution (Downloads: PS, PDF).
• Homework 6 (Due Monday 3/11)
  • Section 11.4: 1, 17, 19.
  • Section 10.1: 3, 5, 7, 9, 17, 29.
  • Section 10.2: 5, 7, 9, 19, 37.
  Solution (Downloads: PS, PDF).
• Homework 5 (Due Monday 3/4)
  • Section 11.1: 1, 3, 5, 11, 21, 33.
  • Section 11.2: 1, 7, 13, 21, 29.
  • Section 11.3: 3, 17.
  Solution (Downloads: PS, PDF).
• Homework 4 (Due Friday 2/1)
  • Section 9.7: 5, 7, 17, 33.
  • Section 9.8: 1, 7, 27.
  Solution (Downloads: PS, PDF).
• Homework 3 (Due Monday 1/28)
  • Section 9.4: 1, 3, 5, 7, 15, 17, 23.
  • Section 9.5: 1, 5, 9, 13, 25.
  • Section 9.6: 5, 15, 27.
  Solution (Downloads: PS, PDF).
• Homework 2 (Due Wednesday 1/23)
  • Section 9.3: 1, 3, 11, 19, 25, 27 (a), 35, 39.
  Solution (Downloads: PS, PDF).
• Homework 1 (Due Monday 1/14)
  • Section 9.1: 1,7,11,13,17,25,31,57,63.
  • Section 9.2: 1,5,31,35,37.
  Solution (Downloads: PS, PDF).

Below you will find different references on the course (syllabus, etc.).

• A simple Table of integrals is available here (Downloads: PS, PDF).

• Syllabus: all details about the course, grading system, textbook as well as instructor's coordinates, office hours, etc.

• Official academic calendar, Spring 2002.
• Student Handbook.
• General Catalog.
• Campus map and building locator.
• University of Utah homepage.