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PHYS 4260 Statistical Mechanics [Week 1, 610 September 2010]
(Sample Question SQ1)
There WILL BE exercise classes on 8 Sept (Wednesday) 2010 and 9 Sept (Thursday)
2010
in Week 1 of classes. The TA will do the SAME THING in the two sessions. You SHOULD
make an effort to attend at least one of the two sessions. The TA will “review” some basic ideas
on how to count. The results will be used repeatedly in our course.
It will help you learn if you think about the following questions (work them out if
possible) before going to the exercise class for discussions.
1.
How many ways can you arrange 3
distinguishable
objects (e.g. put them in a
certain order)?
[E.g., green, red, blue balls]
2.
How many ways can you arrange
N distinguishable
objects?
3.
There are 5 distinguishable balls (e.g., green, red, blue, yellow, white).
We want
to put 3 of them in one box and 2 in another box.
How many different ways can
this partition be done?
4.
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This note was uploaded on 10/14/2010 for the course PHYS 2051 taught by Professor Drkwong during the Spring '10 term at CUHK.
 Spring '10
 DrKwong
 mechanics, Statistical Mechanics

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