Not your typical homework solutions, but it should be useful.
Thursday, September 30, 2010
Tuesday, September 28, 2010
Information
Practice exam will be posted online on Friday.
The exam will cover material from week 1 to 5 (except epsilon-delta).
I left the textbook at the office, so while I planned on posting solutions to HW 4 today, I was unable to write up the solutions. Mostly likely I can get them up tomorrow.
In the meantime, you should review the limit laws and derivation rules. Do lots of problems! Ask questions. You can e-mail me any questions you have, post a comment on this blog, or go to help room and ask questions (remember they're open from 9am to 9pm Mondays through Friday). Also you can search around for old exams.
The exam will cover material from week 1 to 5 (except epsilon-delta).
I left the textbook at the office, so while I planned on posting solutions to HW 4 today, I was unable to write up the solutions. Mostly likely I can get them up tomorrow.
In the meantime, you should review the limit laws and derivation rules. Do lots of problems! Ask questions. You can e-mail me any questions you have, post a comment on this blog, or go to help room and ask questions (remember they're open from 9am to 9pm Mondays through Friday). Also you can search around for old exams.
Thursday, September 23, 2010
HW3 Solutions (Select Problems)
[20100924]
Here are some solutions to the third homework set. Page references in my solutions should be looked at. Theorems referenced, especially those with names, should be understood or memorized. For example, you should if the limit of two functions f and g at a point a, then the limit of the sum is the sum of the limits.
You can click on the pictures to get a larger view:
Here are some solutions to the third homework set. Page references in my solutions should be looked at. Theorems referenced, especially those with names, should be understood or memorized. For example, you should if the limit of two functions f and g at a point a, then the limit of the sum is the sum of the limits.
You can click on the pictures to get a larger view:
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