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Show that $(13.6 e V) / h c=1.097 \times 10^{7} m=R$ (Rydberg's constant), as discussed in the text.

$\frac{13.6 \mathrm{eV}}{h c}=1.097 \times 10^{7} \mathrm{m}^{-1}=R$

Physics 103

Chapter 30

Atomic Physics

Rutgers, The State University of New Jersey

Hope College

University of Winnipeg

McMaster University

Lectures

02:51

In physics, wave optics is…

10:02

Interference is a phenomen…

01:43

Show that $(13.6 \mathrm{e…

02:13

(I) Evaluate the Rydberg c…

03:56

Evaluate the Rydberg const…

05:13

(1) Evaluate the Rydberg c…

01:31

Show that Balmer's fo…

01:49

Show that the energy $E$ i…

04:03

Show that $p=h / \lambda$ …

Show that the wavelength $…

03:01

Show, by actual calculatio…

02:22

Show that the de Broglie w…

02:43

(II). Show that the energy…

01:51

When a hydrogen atom elect…

04:11

Show that the frequency of…

02:30

By directly substituting t…

01:05

Hydrogen Atom The hydrogen…

Show that the wavelength o…

03:08

07:39

Look up the values of the …

02:58

Determine the energy, freq…

03:11

Rydberg Constant for the given problem can be 13 0.6 Drone World Converting into a jewels, which will be one went six old to time standing power Dental hour minus 19 and then the riding by upon Constant Don's Disobeyed of Light, which is 6.62 Dunham sent into the power minus 34 times the speed of light, which is in three times three times 10 to the power. Pete then said defining this expression gives us the right, but constant reaches. 140 97 uh, times drink of the power. All seven of our major end off the problem. Thank you for watching.

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