Electromagnetic Spectrum and Radiation - AP Physics 2
Card 0 of 12
Determine the frequency of orange light, 
.
Determine the frequency of orange light,
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Using
Converting 
to 
and plugging in values
Using
Converting
Determine the photon energy of orange light, 
.
Determine the photon energy of orange light,
Tap to see back →
Using
is the photon energy
is Plank's constant, 
is the speed of light, 
is the wavelength
Converting 
to 
and plugging in values:
Using
Converting
A beam of light is traveling at approximately 
in a very dense medium. Given that the frequency of the light beam is 
, what is the wavelength of the light beam? Suppose that the speed of light in a vacuum is 
.
A beam of light is traveling at approximately
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The wavelength of the light beam doesn't depend on the speed through the medium. As such, as can solve for wavelength 
by simply solving:
Where 
is frequency and 
is the speed of light in a vacuum.
The wavelength of the light beam doesn't depend on the speed through the medium. As such, as can solve for wavelength
Where
Determine the frequency of orange light, .
Determine the frequency of orange light,
Tap to see back →
Using
Converting to and plugging in values
Using
Converting
Determine the photon energy of orange light, .
Determine the photon energy of orange light,
Tap to see back →
Using
is the photon energy
is Plank's constant,
is the speed of light,
is the wavelength
Converting to and plugging in values:
Using
Converting
A beam of light is traveling at approximately in a very dense medium. Given that the frequency of the light beam is , what is the wavelength of the light beam? Suppose that the speed of light in a vacuum is .
A beam of light is traveling at approximately
Tap to see back →
The wavelength of the light beam doesn't depend on the speed through the medium. As such, as can solve for wavelength by simply solving:
Where is frequency and is the speed of light in a vacuum.
The wavelength of the light beam doesn't depend on the speed through the medium. As such, as can solve for wavelength
Where
Determine the frequency of orange light, .
Determine the frequency of orange light,
Tap to see back →
Using
Converting to and plugging in values
Using
Converting
Determine the photon energy of orange light, .
Determine the photon energy of orange light,
Tap to see back →
Using
is the photon energy
is Plank's constant,
is the speed of light,
is the wavelength
Converting to and plugging in values:
Using
Converting
A beam of light is traveling at approximately in a very dense medium. Given that the frequency of the light beam is , what is the wavelength of the light beam? Suppose that the speed of light in a vacuum is .
A beam of light is traveling at approximately
Tap to see back →
The wavelength of the light beam doesn't depend on the speed through the medium. As such, as can solve for wavelength by simply solving:
Where is frequency and is the speed of light in a vacuum.
The wavelength of the light beam doesn't depend on the speed through the medium. As such, as can solve for wavelength
Where
Determine the frequency of orange light, .
Determine the frequency of orange light,
Tap to see back →
Using
Converting to and plugging in values
Using
Converting
Determine the photon energy of orange light, .
Determine the photon energy of orange light,
Tap to see back →
Using
is the photon energy
is Plank's constant,
is the speed of light,
is the wavelength
Converting to and plugging in values:
Using
Converting
A beam of light is traveling at approximately in a very dense medium. Given that the frequency of the light beam is , what is the wavelength of the light beam? Suppose that the speed of light in a vacuum is .
A beam of light is traveling at approximately
Tap to see back →
The wavelength of the light beam doesn't depend on the speed through the medium. As such, as can solve for wavelength by simply solving:
Where is frequency and is the speed of light in a vacuum.
The wavelength of the light beam doesn't depend on the speed through the medium. As such, as can solve for wavelength
Where