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Reading assignments are to be completed by the specified date. Homework is assigned on the specified date; all homework is due by the beginning of class on the following class day (labs excluded).
| Week | Date | Reading | Homework | In-class group work | Lab |
|---|---|---|---|---|---|
| 1/17 - 1/21 | 1/19 | Chapter 5 (review) | none | 5.1 #31 5.3 #55,56,57 Extra Credit 5.3 #66 |
5.4 #5,6,10,14,27,28,20,22 5.5 #4,7,19,26,33 |
| 1/21 | 5.6, 5.7 | 5.6 #9,10 What's your best guess for the exact
value of this integral? 5.7 #3,29,30 |
5.6 #7,8,31,33 5.7 #41 |
||
| 1/24 - 1/28 | 1/24 | 6.1 | 6.1 #5a,b (don't have to compute S_20),17,20: due Friday | 6.1 #2,6,16 | 1/26 | 6.2 | 6.1 #2,6,16 (continued) | Handout on Simpson's Rule | 1/28 | 6.2 | 6.2 #7,9,12,16 (midpoint rule for the integral in #12) | 6.2 #1(a),6,8,10 |
| 1/31 - 2/4 | 1/31 | 7.1 | 7.1 #16,23,35,2 (problem 35 asks you to redo problem 23 by integrating in y instead of x) | 7.1 #15,additional problem,1 Extra credit: #24 |
2/2 | 7.2 | 7.1 #6,50 7.2 #8,12 |
7.1 43,12,8,47 (most groups didn't finish #47) | 7.2 1,5,6(b),20,17,18,36 | 2/4 | 7.2 #38,46 (use the region in Quadrant I),55 Hint for #55: use an integral to compute the total population--the set-up should be as in the method of cylindrical shells. Note that the answer in the back of the book is WRONG! |
7.2 #43,44,45 (use the method of cylindrical shells) Extra credit: redo #45 using the method of washers |
| 2/7 - 2/11 | 2/7 | Handout #1 on surface area | Handout #2 on surface area | Handout #2 on surface area | 2/9 | Chapter 7 Interlude (pp. 454-457) | pp. 454-457 #4,5,center of mass for the wire in Problem 1 on p. 454,9 | pp. 454-457 #1,3,7 | 7.1 #19,45 7.2 #38,48 additional problems on surface area and mass/center of mass |
2/11 | 7.3 | 7.3 #3,11,18 (due 2/18) | 7.3#2,4,6,10 |
| 2/14 - 2/18 | 2/14 | MIDTERM EXAM 1 | 2/16 | 2.5, 4.1 | 4.1 #11,12,13,14,31, two additional problems (due 2/21) | 7.3 #2,4,6,10 (continued) | Handout on differential equations | 2/18 | 6.3 | 6.3 #9(a)(b)(c),16 | 6.3 #4,8 |
| 2/21 - 2/25 | 2/21 | 7.4 | 6.3 #15 (Hint for part c:
Plot the solution y(t). What happens at t=1?) 7.4 #5,6 |
6.3 #14 7.4 #1,2 |
2/23 | 8.1 | 7.4 #9,21,30, one additional problem | 7.4 #17,22,23,27 | 8.1 #2,7,10,19,26,30 Extra credit #62 |
2/25 | PRACTICE MASTERY EXAM | 8.1 #11,17,23,42 |
| 2/28 - 3/4 | 2/28 | 8.2 | 8.2 #8,10,11,15 | 8.2 #5,6,9,13 | 3/2 | 8.2 #18,37 (due Monday) | 8.2 #16,26,31,22 | 8.2 #34,36,29 8.4 #62,56,61,71 Extra credit #79 |
3/3 | MIDTERM EXAM II (MASTERY EXAM) 6-7 PM 245 ALTGELD HALL | 3/4 | 8.3 | 8.3 #4,24 | 8.3 #13,17,25 |
| 3/7 - 3/11 | 3/7 | 8.4 | 8.3 #27 8.4 #60,64 |
8.3 #30,37 8.4 #58,66 | 3/9 | 10.1 | 8.4 #27,56,67,68 10.1 #36,40 (due Monday) |
10.1 #10,16,34,45 | Handout on improper integrals | 3/11 | NO CLASS |
| 3/14 - 3/18 | 3/14 | 10.2 | 10.2 #10,12,28 | 10.2 #4,7,27 | 3/16 | 9.1,9.2 | 10.2 #18 9.1 #18,21 |
10.2 #19,15 | 9.1 #1,3,7,8,9,17,26,27 | 3/18 | 9.2 #4,10,14,15 | 9.2 #3,13,16 plus additional parts |
| 3/21 - 3/25 | SPRING BREAK | ||||
| 3/28 - 4/1 | 3/28 | 9.2 #17,18,20 | 9.2 #19ab | 3/30 | 11.1 | 11.1 #6,8,18 | 11.1 #2,3,7,27,32,one additional problem | 11.1 #26,30,38,41,44 | 4/1 | 11.2 | No HW assignment | No in-class work |
| 4/4 - 4/8 | 4/4 | MIDTERM EXAM III | 11.2 #22,44,49 | 4/6 | 11.2,11.3 | 11.2 Extra credit #64 11.3 #10,22,48,28 |
11.2 #31,23,53,62 | 11.3 #7,9,21,24,30,16 | 4/8 | 11.4 | 11.4 #10,24,26,8 (continued) | 11.4 #19,22,8 |
| 4/11 - 4/15 | 4/11 | 11.5 | 11.5 #6,10,12 | 11.4 #31 11.5 #3,8 |
4/13 | 11.5, 11.6 | 11.5 #47,48 11.6 #20,16 (Hint: use power series) |
11.5 #15,20,33,34,35 Extra credit #14 |
11.5 #40,41 11.6 #4 (see example 5 on p. 594),5,8,19,10 |
4/15 | 11.6 | 11.6 #37,50,52 | 11.6 #14,26,48 |
| 4/18 - 4/22 | 4/18 | 11.7 | 11.7 #4,10 11.Review #62 |
11.7 #2,3,5 | 4/20 | 11.7 | no homework (exam on Friday) | 11.7 #11 11.Review #71.72 |
11.7 # | 4/22 | MIDTERM EXAM IV |
| 4/25 - 4/29 | 4/25 | 4.4 | Handout on parametric equations | Handout on parametric equations | 4/27 | V.2 | V.2 #51,54 | V.2 #17,18,23,24,49 | V.2 #29,38,39,42,52,one additional problem Three versions of #52: r = 1/(1+cos(theta)), r = 1/(1-0.5cos(theta)), r = 1/(1+2cos(theta)) |
4/29 | V.3 | V.3 #32 + find speed and give an integral for the total arclength (theta = 0 to theta = 2 pi) | V.3 #3: use the function r=e^(theta) in place of the given
function in part (d): find the tangent line at the polar point (e^(pi/6),pi/6) |
| 5/2 - 5/4 | 5/2 | V.3 | V.3 #6,15,10 | V.3 #18,8 | 5/4 | V.3 | V.3 #13,22,one additional problem | review for final exam |