Math 4433(Intro. to Analysis I)Summer 2006 |
Roadrunner (Geococcyx californianus). This one is nesting in a cottonwood tree, but you can frequently see roadrunners out wandering along East Norman roadsides. This image taken from http://www.scsc.k12.ar.us/2004outwest/Projects/MosleyR/default.htm. |
The third exam is Monday, July 31. Here is a review sheet for the third exam. (NOTE: on the copy of the review sheet I handed out in class Wednesday, I mistakenly put that the exam would cover assignments 19 through 23. Actually the exam will cover assigments 19 through 24: assignment 24 is over section 6.2, which is covered on the exam.)
The second exam was Friday, July 14. Here is a review sheet for the second exam.
The first exam was Friday, June 23. Here is a review sheet for the first exam.
The syllabus for this course is here.
Assignment |
Due Date |
Problems |
1 | Wed. June 7 | 2.3: #6 | 2 | Thurs. June 8 | 2.3: #5, 10 | 3 | Mon. June 12 | 3.1: #4, 8 |
4 | Tue. June 13 | 3.1: #5a, #6a (5 points each). Also: use induction to prove that if a > 0 then, for all natural numbers n, (1+a)^n is greater than or equal to 1 + na + (n(n-1)/2)a^2. |
5 | Wed. June 14 | 3.1: #9, 13 |
6 | Thurs. June 15 | 3.1: #16 |
7 | Fri. June 16 | 3.2: #7, 9 |
8 | Mon. June 19 | 3.2: #22 |
9 | Tue. June 20 | 3.2: #13 |
10 | Thurs. June 22 | 3.3: #4 (prove convergence only, need not find the limit) |
11 | Mon. June 26 | 3.3: #2, 11 |
12 | Thurs. June 29 | 3.4: #2, 5, 12 |
13 | Mon. July 3 | 3.5: #5 |
14 | Fri. July 7 | 3.7: #8, 9 |
15 | Mon. July 10 | Prove that the series Σ (1/k^3) converges. |
16 | Tue. July 11 | 4.1: #2 |
17 | Thurs. July 13 | 4.2: #2(b,d) |
18 | Tue. July 18 | 4.1: #14; 4.2: #4 |
19 | Wed. July 19 | 5.1: #11, 12 |
20 | Thurs. July 20 | 5.2: #8 |
21 | Mon. July 24 | 5.3: #1 |
22 | Tue. July 25 | 6.1: #1(a,b) |
23 | Wed. July 26 | 6.1: #2, 4 |
24 | Fri. July 28 | 6.2: #6, 7 |