Daily Assignments and Group Problems
Math 166 (University Calculus II)
Spring 2002 (Martin)

Wednesday January 9 th - Friday January 11th

Try a selection of integral review problems in sections 5.1 - 5.6. You should aim to complete this review no later than Friday January 18. You can ask me or your TA for help with this material, if needed, in recitation or during office hours. This material should be review from Math 165 that you have completed previously.


Group Problems, Set 1 (Due in recitation Tuesday January 29 th)

Problem 8, p. 430 (Chapter 5 Problems Plus Section)
Problem 10, p. 430 (Chapter 5 Problems Plus Section)
Group problem solutions should have three parts (that is, each problem should have these three parts).
  1. Describe in your own words what the problem is about or is asking (3 points)
  2. Describe what you did in your attempt to solve the problem (3 points)
  3. Give a complete solution (4 points)

Write more than one sentence, but less than a page for parts 1 and 2. Each of these parts should be a paragraph with several sentences.

The writing of problem solutions should be shared over the semester. No individual needs to write up a second solution until every other person in the group has written up a problem set. Each group member must sign the solution that you turn in, certifying that they actively contributed to the work on the problem.


Monday January 14th

6.1 #1-25 odd, 29, 31, 33, 37, 39, 41, 43, 47

Wednesday January 16th

6.2 #1-13 odd, 19, 21, 31, 33, 37-47 odd, 51, 59, 61

Friday January 18th

6.3 #1-7 odd, 13-17 odd, 25, 27, 28, 29, 31, 33, 39, 41


Wednesday January 23rd

6.4 #1-9 odd, 15, 17, 21, 23, 25

Friday January 25th

6.5 #1-21 odd


Monday January 28th

7.1 #1-25 odd, 35, 37, 47-53 odd, 57

Wednesday January 30th

7.2 #1-29 odd, 35, 43, 47, 51-63 odd

Friday February 1st

7.3 #1-11 odd, 17, 25-31 odd, 35, 37


Monday February 4th

7.4 #1-25 odd, 37, 43, 45, 49-57 odd, 63

Wednesday February 6th

7.5 #1-23 odd, 29, 33, 37, 47, 49, 59, 67-75 odd


EXAM 1 Thursday February 7th
Stevens Auditorium, 6-7:30 pm


Friday February 8th

7.6 #1-25 odd, 31, 35*-43* odd, 47*

*These problems call for a CAS. You can try your TI-89 or 92, or go to a computer lab and use Mathematica (which is installed on many, but not all computers on campus).


Monday February 11th

7.7 #1-21 odd, 27, 33, 35

Wednesday February 13th

7.8 #1-25 odd, 39, 41, 45-55 odd, 61, 67, 71, 77

Friday February 15th

8.1 #1-19 odd, 23, 31, 35, 39 odd, 47*

8.2 #1-21 odd, 31, 35

*These problems call for a CAS. You can try your TI-89 or 92, or go to a computer lab and use Mathematica (which is installed on many, but not all computers on campus).


Wednesday February 20th

8.3 #1, 7, 21, 25, 31, 39; 8.4 #1, 5, 11; 8.5 #1-5 odd, 9

Friday February 22nd

Look at selected problems from 8.3 and 8.5



Group Problems, Set 2 (Due in recitation Tuesday March 5 th)

Problem 4, p. 538 (Chapter 7 Problems Plus Section)
Problem 10, p. 539 (Chapter 7 Problems Plus Section)
Group problem solutions should have three parts (that is, each problem should have these three parts).
  1. Describe in your own words what the problem is about or is asking (3 points)
  2. Describe what you did in your attempt to solve the problem (3 points)
  3. Give a complete solution (4 points)

Write more than one sentence, but less than a page for parts 1 and 2. Each of these parts should be a paragraph with several sentences.

The writing of problem solutions should be shared over the semester. No individual needs to write up a second solution until every other person in the group has written up a problem set. Each group member must sign the solution that you turn in, certifying that they actively contributed to the work on the problem.



Monday February 25th

Selected examples and problems from 8.3 and 8.5



EXAM 2 Thursday March 7th
Stevens Auditorium, 6-7:30 pm



Wednesday March 6th

10.1 #1-17 odd, 22, 23, 27, 31, 37, 41,43

Friday March 8th

10.2 #1-27 odd, 31, 35, 39


Monday March 18th

10.3 #1-31 odd

Wednesday March 20th

10.4 #1-53 odd, 57-81 odd

Friday March 22nd

10.5 #1-25 odd, 37, 43, 45, 51


Monday March 25th

11.1 #1-37 odd, 45, 49, 51-57 odd, 63

Wednesday March 27th

11.2 #1-35 odd, 39-45 odd, 49, 55, 57, 63


Group Problems, Set 3 (Due in recitation Thursday April 11 th)

Problem 38, p. 654 (Section 10.2)
Problem 70, p. 670 (Section 10.4)
Group problem solutions should have three parts (that is, each problem should have these three parts).
  1. Describe in your own words what the problem is about or is asking (3 points)
  2. Describe what you did in your attempt to solve the problem (3 points)
  3. Give a complete solution (4 points)

Write more than one sentence, but less than a page for parts 1 and 2. Each of these parts should be a paragraph with several sentences.

The writing of problem solutions should be shared over the semester. No individual needs to write up a second solution until every other person in the group has written up a problem set. Each group member must sign the solution that you turn in, certifying that they actively contributed to the work on the problem.



Wednesday April 3rd

11.3 #1-27 odd, 33-37 odd

Friday April 5th

11.4 #1-31 odd, 35, 37


Monday April 8th

11.5 #1-35 odd

Wednesday April 10th

11.6 #1-33 odd

Friday April 12th

11.7 #1-37 odd



Group Problems, Set 4 (Due in recitation Tuesday April 30 th)

Problem 64, p. 713 (Chapter 11.2 exercises)
Problem 68, p. 713 (Chapter 11.2 exercises)
Group problem solutions should have three parts (that is, each problem should have these three parts).
  1. Describe in your own words what the problem is about or is asking (3 points)
  2. Describe what you did in your attempt to solve the problem (3 points)
  3. Give a complete solution (4 points)

Write more than one sentence, but less than a page for parts 1 and 2. Each of these parts should be a paragraph with several sentences.

The writing of problem solutions should be shared over the semester. No individual needs to write up a second solution until every other person in the group has written up a problem set. Each group member must sign the solution that you turn in, certifying that they actively contributed to the work on the problem.


Monday April 15th

11.8 #1-23 odd, 27, 29, 33, 35

Wednesday April 17th

Review


EXAM 3 Thursday April 18th
Stevens Auditorium, 6-7:30 pm


Friday April 19th

11.9 #1-21 odd, 25, 29, 31



IMPORTANT NOTICE: The final exam in this course will be held on Monday May 6, 3-5 pm, in Stevens Auditorium.

Last Modified Tuesday March 26, 2002