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*[[Media:504_pblm_set_3.pdf _MA504Fall2008danielli| '''Problem set 3, Sept. 10''']] | *[[Media:504_pblm_set_3.pdf _MA504Fall2008danielli| '''Problem set 3, Sept. 10''']] | ||
| + | *[[Problem Set 3 Comments_MA504Fall2008danielli]] | ||
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| − | [[Media:504_pblm_set_4. | + | *[[Media:504_pblm_set_4.pdf _MA504Fall2008danielli| '''Problem set 4, Sept. 17''']] |
| + | *[[Problem Set 4 Comments_MA504Fall2008danielli]] | ||
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| + | ---- | ||
| + | *[[Media:504test1.pdf _MA504Fall2008danielli| '''Practice Test 1''']] | ||
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| + | ---- | ||
| + | '''Solutions to Danielli's practice problems for midterm 1''' | ||
| + | *[[Media: Midterm_exam_practice_problems_1-3.pdf _MA504Fall2008danielli| '''Solutions to #'s 1-3''']] | ||
| + | *[[Media: Midterm_exam_practice_problem_4.pdf _MA504Fall2008danielli| '''Solutions to #4 ''' ]] | ||
| + | *[[Media:Midterm_exam_practice_problem_5-7.pdf _MA504Fall2008danielli| '''Solutions to #5-7''']] | ||
| + | *[[Media:Midterm_exam_practice_problem_8.pdf _MA504Fall2008danielli| '''Solution to #8''']] | ||
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| + | |||
| + | ---- | ||
| + | *[[Media:504_pblm_set_5.pdf _MA504Fall2008danielli| '''Problem set 5, Oct. 1''']] | ||
| + | *[[Media:limsup_Proof.pdf _MA504Fall2008danielli| '''Dave's Sln.''']] | ||
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| + | ---- | ||
| + | *[[Media:Oct_8.pdf _MA504Fall2008danielli| '''Problem set 6, Oct. 9''']] | ||
| + | *[[Dave's Sln 09/09/08_MA504Fall2008danielli]] ''' with a correction added to part b''' | ||
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| + | ---- | ||
| + | *[[Media:Pblm_set_7.pdf _MA504Fall2008danielli| '''Problem set 7, Oct. 23''']] | ||
| + | *[[Dave's Sln 10/23/08_MA504Fall2008danielli]] | ||
| + | |||
| + | ---- | ||
| + | *[[Media:Pblm_set_8.pdf _MA504Fall2008danielli| '''Problem set 8, Oct. 30''']] | ||
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| + | ---- | ||
| + | *'''Solutions to Danielli's practice problems for midterm 2''' | ||
| + | *[[Media:504_midterm_2_practice_problems0001.pdf _MA504Fall2008danielli| '''Midterm 2 practice problem solutions''']] | ||
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| + | [['''Link title'''Note: there is a mistake! _MA504Fall2008danielli#4c is not <math>\sum(x^n)^n</math> but is <math>\sum x^{(n^n)}</math>. To find the radius of convergence of the second case, use comparison to x^n and get R=1. ]] | ||
| + | ---- | ||
| + | *[[Media:504_practice_exam_2.pdf _MA504Fall2008danielli| '''Practice exam 2''']] | ||
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| + | |||
| + | ---- | ||
| + | [[Media:Pblm_set_9.pdf _MA504Fall2008danielli| '''Problem set 9''']] | ||
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| + | ---- | ||
| + | [[Media:Pblm_set_10.pdf _MA504Fall2008danielli| '''Problem set 10, Nov 19''']] NOTE:I forgot to include one hypothesis: you must assume that f is bounded for f to be integrable! | ||
| + | |||
| + | ---- | ||
| + | [[Media:Pblm_set_11.pdf _MA504Fall2008danielli| '''Problem set 11, Dec 4''']] | ||
| + | [[Media:MA504Recitation.pdf _MA504Fall2008danielli| '''Sln.''']] | ||
| + | |||
==Assigned Homework== | ==Assigned Homework== | ||
*[http://www.math.purdue.edu/~danielli/504hw.htm Homework ] | *[http://www.math.purdue.edu/~danielli/504hw.htm Homework ] | ||
Latest revision as of 16:19, 4 December 2008
Contents
Rhea Section for MA 504 Fall 2008
TA Information
Bobby Bridges - email: rabridge@math.purdue.edu
Office - Math 739
Office hourse- 3-4 pm Tuesdays and by appointment
Problem sets
I will generally post extra problems for the recitation here so you can print them before coming to class
- Problem set 1, Aug. 27
- Dave's Recitation Sln 08/28/08_MA504Fall2008danielli There is a mistake here... can you find it before you read my criticism at the bottom of the proof? -Bobby
- Media: Ross's_Soln_-1.3.pdf_MA504Fall2008danielli
Solutions to Danielli's practice problems for midterm 1
- Problem set 6, Oct. 9
- Dave's Sln 09/09/08_MA504Fall2008danielli with a correction added to part b
- Solutions to Danielli's practice problems for midterm 2
- Midterm 2 practice problem solutions
[[Link titleNote: there is a mistake! _MA504Fall2008danielli#4c is not $ \sum(x^n)^n $ but is $ \sum x^{(n^n)} $. To find the radius of convergence of the second case, use comparison to x^n and get R=1. ]]
Problem set 10, Nov 19 NOTE:I forgot to include one hypothesis: you must assume that f is bounded for f to be integrable!
Assigned Homework
Post notes, or questions with notes here
Getting started
Rhea works very much like Kiwi. So if you want to learn how to edit this Rhea wiki, you can watch the Kiwi instructional video.
