text: Griffiths Intro to QM (2008)

--class1--
problems: 1.3, 1.4
On this web site, in the data folder, you'll find 10 distinct data files
each with 1000 data points.  Assume each file shows the measured location
of a particle in an ensemble of 1000 identical systems. (The data in these
files have been sorted from low to high to ease the analysis; of course,
when measured the values were not so ordered, instead seemingly random.)
Plot the probability density for this wave function.  (For extra credit,
show the error bars for your estimate of the probability density function.)
Select the data file 1000_X.dat where "X" matches the last digit of
your ID number.  Note that the files 1000_Xw.dat are identical 
to 1000_X.dat, except that the data have been wrapped for easy 
printing.  (There is no reason you must print the data, in fact,
for many purposes the long list of numbers is easier to work with.)
Recall: This problem is very similar to one you did in the Bubble Chamber Lab.

--class2--
problems: 2.4,2.5,2.7
(these are fairly long problems, but they are also quite valuable)

--class3--
read web site:
start: http://www.physics.csbsju.edu/QM/shm.01.html
final: http://www.physics.csbsju.edu/QM/shm.05.html
also: http://www.physics.csbsju.edu/QM/shm.08.html