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Giancoli's Physics: Principles with Applications, 7th Edition
28
Quantum Mechanics of Atoms
Change chapter
28-2:
Wave Function, Double-Slit
1
3:10
2
3:05
28-3:
Uncertainty Principle
3
1:02
4
1:01
5
0:55
6
2:03
7
1:52
8
1:40
9
2:34
10
1:15
11
1:47
12
1:50
13
3:13
14
3:00
28-6 to 28-8:
Quantum Numbers, Exclusion Principle
15
0:25
16
0:33
17
1:14
18
4:09
19
3:56
20
2:18
21
0:40
22
0:46
23
1:59
24
2:34
25
3:09
26
2:53
27
1:42
28
2:33
29
1:43
30
1:40
31
0:39
32
3:39
28-9:
X-Rays
33
1:58
34
0:47
35
1:57
36
1:15
37
2:26
38
4:29
39
4:22
40
3:08
28-11:
Lasers
41
1:09
42
1:28
43
0:55
44
2:19
Question by Giancoli, Douglas C., Physics: Principles with Applications, 7th Ed., ©2014, Reprinted by permission of Pearson Education Inc., New York.
Problem 22
Q
If a hydrogen atom has l = 4, what are the possible values for
n
n
n
,
m
l
m_l
m
l
, and
m
s
m_s
m
s
?
A
n is 5 or more,
m
l
m_l
m
l
= -4, -3, -2, -1, 0, 1, 2, 3, 4,
m
s
=
+
1
2
,
−
1
2
m_s = +\dfrac{1}{2}, -\dfrac{1}{2}
m
s
=
+
2
1
,
−
2
1
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