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  * <<fl(It was very nice to teach this class, and kudos to all of you who worked really hard! Have a nice break!)>>
  * [[Homework+#Exam|The final exam and its solutions (and stats and rubrics) are posted]].
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 * Are you able to download and read pdf files? It is vital for you to be able to do so. If you need help on this or other technical matters, ask at the forum or by email.
 * <<ln(http://www.doodle.com/xc35zfp3374c76wk,"A poll (midterm date) -- please vote here.")>> <<color("New poll closing date -- tomorrow.")>> &mdash; [[Sam]], ~-''<<DateTime(2011-10-06T12:32:58-0700)>>''-~
 * [[Lecture+|LN 3 updated and LN 4 uploaded]] -- note small corrections/additions that are important clarifications.
 * [[Account creation problem fixed]] (Google OpenID). Based on <<ln(https://griffin.ucsc.edu/and/question/4/slugmail-as-google-openid,this posting)>>, I think '''<<color(slugmail should be good for creating an account)>>''' as well!
<<h(<div style="margin-top: -1.0em; text-align: right;">)>>~-[[Archived news|Archived news items can be found here]]. ''Some are worth checking again (like office hour info!).'' -~<<h(</div>)>>
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<<h(<div style="margin-top: -1em; text-align: right;">)>>~-[[Archived news|Archived news items can be found here]].-~<<h(</div>)>>

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This web site will become fuller as the course proceeds. In the mean time, you might want to c
heck out <<ln(http://griffin.ucsc.edu/teaching/10Q4-105.html,the last year's course web site)>>.

Last but not the least, remember that '''<<fl(y)>>ou''' are ''the one!''
Checking out <<ln(http://griffin.ucsc.edu/teaching/10Q4-105.html,last year's course web site)>> might be of some use.  Last but not the least, remember that '''<<fl(y)>>ou''' are ''the one!''

Welcome to Phys 105, 2011!

Archived news items can be found here. Some are worth checking again (like office hour info!).

What is this course about?

Classical mechanics is a beautifully ripe subject, albeit with hidden surprises. In this course, we will get a complete overview of classical mechanics. We will learn Newtonian and Lagrangian views of classical mechanics. We will cover some basic topics such as linear systems and the central force problem, and also not so basic topics such as non-linear dynamics (chaos), and many particle systems (field theory). If time allows (very unlikely), we may cover the special theory of relativity as well.

Checking out last year’s course web site might be of some use. Last but not the least, remember that you are the one!