Campuses:
This shows you the differences between two versions of the page.
Both sides previous revisionPrevious revisionNext revision | Previous revision | ||
classes:2009:fall:phys4101.001:q_a_1211 [2009/12/10 22:07] – x500_liux0756 | classes:2009:fall:phys4101.001:q_a_1211 [2009/12/15 11:49] (current) – x500_sohnx020 | ||
---|---|---|---|
Line 26: | Line 26: | ||
===liux0756 12/10 22:00=== | ===liux0756 12/10 22:00=== | ||
I guess the A in the quiz is equal to 1/A in the textbook. | I guess the A in the quiz is equal to 1/A in the textbook. | ||
- | |||
====poit0009 12/10 12:35==== | ====poit0009 12/10 12:35==== | ||
Line 64: | Line 63: | ||
< | < | ||
P_{-\frac{\hbar}{2}}=\frac{\sin^2{\theta}}{4\cos^2{\frac{\theta}{2}}}</ | P_{-\frac{\hbar}{2}}=\frac{\sin^2{\theta}}{4\cos^2{\frac{\theta}{2}}}</ | ||
+ | |||
+ | ===Daniel Faraday 12/11 830 am=== | ||
+ | Yes, the probability should have theta in it. I think you can consider theta to be a value given in the problem, or something that could be experimentally determined. | ||
====Andromeda 12/10 2PM ==== | ====Andromeda 12/10 2PM ==== | ||
Line 79: | Line 81: | ||
If the z-component keeps increasing, then it could definitely exceed the total angular momentum. | If the z-component keeps increasing, then it could definitely exceed the total angular momentum. | ||
+ | |||
+ | ===liux0756 12/10 22:10=== | ||
+ | The z-component cannot exceed the total because < | ||
====Super Hot Guy==== | ====Super Hot Guy==== | ||
Question 3a: | Question 3a: | ||
Line 88: | Line 93: | ||
===liux0756=== | ===liux0756=== | ||
I get < | I get < | ||
+ | ===Andromeda 12/10 10:37pm=== | ||
+ | I have < | ||
+ | ===Devlin | ||
+ | That is what I get also. | ||
+ | ===Captain America 12/11=== | ||
+ | I got the same as Liux, Andromeda, and Devlin. | ||
+ | ===Hydra 12/11=== | ||
+ | That's what I was getting, but is there more work to show for this? It seems, .....too basic??? | ||
+ | ===Dark Helmet 12/11== | ||
+ | Where does the root2 come from? It seems like this whole problem can be done just by reasoning except for the root2. | ||
+ | ===Andromeda 12/11 1:40pm=== | ||
+ | equation 4.121: < | ||
+ | |||
+ | ====Anaximenes - 23:45 - 12/ | ||
+ | This is a normal length test, right (i.e., 50 min.)? | ||
+ | |||
+ | ===Captain America 1:05 12/11/09=== | ||
+ | I don't think it will be 5 questions long, I think he just wants us to know how to do these things. | ||
+ | |||
+ | === joh04684 0125 12/11/09 === | ||
+ | Just like for the last test, this isn't actually a practice or previous test...It' | ||
+ | |||
+ | === Zeno 12/11/09 === | ||
+ | I would agree with the previous two comments; it's just a sample of what we should know how to do for the exam. This last section since the last exam has covered quite a bit of material, and there' | ||
+ | ===Devlin=== | ||
+ | Also, I don't see a question in number 4, just a bunch of statements. | ||
+ | |||
+ | === Zeno 12/11 === | ||
+ | Yeah, this puzzled me as well. I think we're being subtly asked to find the normalization factor like in problem 4.18 from HW 10. | ||
+ | |||
+ | ===Dark Helmet 12/11=== | ||
+ | I didn't see one either, maybe it was just useful information?? | ||
+ | |||
+ | ===The Doctor 12/11=== | ||
+ | I just assumed it meant to show how to find it using the given relations. | ||
+ | |||
+ | ====Hydra 12/11 post-test!==== | ||
+ | Hey, how do you do the first exam problem from today? | ||
+ | |||
+ | ===Blackbox === | ||
+ | Well, it was difficult for me and I have no idea what I have to say about the test. | ||
+ | ====Dagny==== | ||
+ | For first order theory, infinite square well, how do we know when to integrate over entire well or just parts of well? | ||
+ | ====Links==== | ||
--------------------------------------- | --------------------------------------- | ||
**Return to Q&A main page: [[Q_A]]**\\ | **Return to Q&A main page: [[Q_A]]**\\ | ||
**Q&A for the previous lecture: [[Q_A_1209]]**\\ | **Q&A for the previous lecture: [[Q_A_1209]]**\\ | ||
**Q&A for the next lecture: [[Q_A_1214]]** | **Q&A for the next lecture: [[Q_A_1214]]** |