Hi all,

Here is a practice final for you guys. We will work on these problems in class on Wednesday and Friday. Bring all your questions!

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# Math taught and learned

## Yajun An

# Month: May 2016

# (Math 152) Practice final

# (Math 253)Practice final

# (Math 253)Final review problems

# (Math 152)Final review problems

# (Math 317)Homework 9(Due 5/13, Friday)

# (Math 253)Homework 10(Due 5/13, Friday)

# (Math 152)Homework 11(DUE Friday the 13th)

# Mathematicians prove English is trivial

# (Math 317)No class on Friday, May 6th.

# (Math 253)Suggested homework (never due)

Hi all,

Here is a practice final for you guys. We will work on these problems in class on Wednesday and Friday. Bring all your questions!

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Hi all,

Here is a practice final for you guys. We will work on these problems in class on Wednesday and Friday. Bring all your questions!

Hi all,

Here is a set of review problems. There are only two to three problems in each section, and they are intended to help you recall the content in that section. If you want more problems to do, go ahead and do more problems from those sections.

12.1: 12,34; 12.2: 18,23; 12.3: 8,9,24; 12.4: 17,30; 12.5: 4,8,23,27; 12.6: 34,42;

13.1: 26,28; 13.2:4,9,34;

14.1: 17,18; 14.2: 13,14; 14.3: 31,37,45; 14.4: 5,13; 14.5: 7,29; 14.6: 10,16,24; 14.7: 3,4

15.2: 4,20; 15.3: 12,20; 15.4: 10,12; 15.6: 6,17; 15.7: 18,22; 15.8: 23,25; 15.9: 11,15

Hi all,

Here is a set of review problems. There are only two to three problems in each section, and they are intended to help you recall the content in that section. If you want more problems to do, go ahead and do more problems from those sections.

5.1: 20,21; 5.2: 18,19,47; 5.3: 10,13; 5.4: 9,11; 5.5: 19,28;

6.1: 16,20; 6.2: 7,34; 6.3: 5,6; 6.4: 9,15;

7.1: 20,22; 7.2: 1,21; 7.3: 8,11,17; 7.4: 12, 28; 7.8: 13, 27

9.3: 7,16

11.1: 21,27; 11.2: 28,34; 11.9: 8,11; 11.10: 10,16

Hi all,

Projects will be assigned on Monday, and due the next Monday. You are encouraged to work together, but please make sure to write them down yourselves. Come and discuss the problems with me if you have ANY questions. My goal with the project is for all of you to go through the process of working with new definitions, writing rigorous proofs, learn something and get full credit for it.

Here is some homework due next Friday:

Section 3.7: 6,7,8. Read example 3.7.4 for the definition of limit.

Section 6.1: 2,6,9,17(a)

Hi all,

Here is a set of homework due next Friday. The self-diagnose quiz on Monday will focus on drawing regions on the plane and in space for integration.

Section 15.4: 1-4, 5,9,10,14,19,20,22

Section 15.6: 7,9,11; use formula 12 for volume: 20,27,28,36

Section 15.7: 1-2,3-4

Hi all,

Here is the homework:

11.2: 13,17,50,

For the following problems, use Theorem 7 and 8: 21,25,26,28,34

11.8: 3,4,5,9,10,15,18,19,22,25

11.6: 1

For the following problems, use the root or ratio test. Only state if the series converge or diverge (don’t worry about absolute, conditional, etc.): 2,3,7,10,12

Here you go: joke for your weekend

Hi all,

Due to the academic festival, there is no class on Friday, May 6th. You are strongly encouraged to participate: not only because you will learn some interesting things, but also you will do the same thing soon. It would be nice to see you peers give talks.

By Wednesday, we would have finished all the proof strategies. A project will be assigned to you, where several open questions will be given, and you are supposed to work out a reasonable conclusion and write down your proofs for them.

You are, of course, welcome to ask questions, discuss with me or your classmates about these problems. However, you have to write down your own work. As always, you can get points back with corrections, please do show me your own work.

Hi all,

Due to the academic festival, there is no class on Friday, May 6th. You are strongly encouraged to participate: not only because you will learn some interesting things, but also you will do the same thing soon. It would be nice to see you peers give talks.

Here is a set of suggested problems, they are never due. The content will show up in self-diagnose quizzes. Brush up your integration skills!

Section 15.2: 18,21,25,28,30

Section 15.3: 1,6,10,17,22,39,41,42,46,48