A poll regarding which midterm problems you may have liked is to the right. Please feel free to also comment here regarding what problems you liked or disliked, learned from or did not learn from, and why. An image of the midterm is below, for your reference.
I was hoping you'd put in the infinite barrier/finite square well problem. As for what was on the exam, I liked number 6 - it was a question I didn't give much thought to initially, and was somewhat surprised a tangible result was possible.
ReplyDeleteI agree with Edolfo. Particularly on problem 6 on calculating the potential from the ground state even though my potential looked kind of ugly.
ReplyDeleteI also agree with edolfo. I wanted a half-well problem too.
ReplyDeleteI liked problems 2 and 4 because they were more intuition-based, and, even though I'm not sure I got them correct, it's interesting to think that I have the intuition to solve those problems.
And problem 6 was fun.
i really liked #3 because I felt like it was a new problem to me but still do-able (and challenging). I think my reasons for liking number 3 are the same as other people's reasons for liking number 6. i wouldn't say 6 was my favorite though, because i got hung up on a small detail and didn't get as far as i wanted.
ReplyDeleteI liked number 2-4 the most. 5 was cool too, i didn't mind grinding out the expectation value for x^2, but graphing a function like that is really, really hard if you made a couple algebra mistakes. i don't know if i did the algebra//Dirac thing right, because i got a solution which looked like the correct form, but not simple enough to put into a cosh, cos, sinh, or sin function. It sucks that you immediately lose points on part (b) if you made a few small errors on part (a) :(.
ReplyDeleteSame problem for number 6 -- i know I had the IDEA right, but i might have made a derivative error because I had a really ugly function that was impossible to graph in the allotted time.
Overall, a fair, good exam. Kudos.
p.s. i think problem 1 was a little too rigorous, though.
For me, in terms of mathematical comprehension of Dirac notation #5 was a very educative problem. I had not actually done so many repetitive steps using the notation, so I felt that it was a good experience.
ReplyDeleteFrom a physical stantpoint, I appreciated problems 2,3 and 4, as they really tasted like Quantum.
In problem 6, I did not have enough time to plot the actual potential, but I do not think it was a hard thing to do.
Max