Electromagnetic Spectrum and Radiation - AP Physics 2
Card 1 of 12
Determine the frequency of orange light, 
.
Determine the frequency of orange light,
Tap to reveal answer
Using
Converting 
to 
and plugging in values
Using
Converting
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Determine the photon energy of orange light, 
.
Determine the photon energy of orange light,
Tap to reveal answer
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
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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 reveal answer
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
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Determine the frequency of orange light, .
Determine the frequency of orange light,
Tap to reveal answer
Using
Converting to and plugging in values
Using
Converting
← Didn't Know|Knew It →
Determine the photon energy of orange light, .
Determine the photon energy of orange light,
Tap to reveal answer
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
← Didn't Know|Knew It →
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 reveal answer
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
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Determine the frequency of orange light, .
Determine the frequency of orange light,
Tap to reveal answer
Using
Converting to and plugging in values
Using
Converting
← Didn't Know|Knew It →
Determine the photon energy of orange light, .
Determine the photon energy of orange light,
Tap to reveal answer
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
← Didn't Know|Knew It →
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 reveal answer
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
← Didn't Know|Knew It →
Determine the frequency of orange light, .
Determine the frequency of orange light,
Tap to reveal answer
Using
Converting to and plugging in values
Using
Converting
← Didn't Know|Knew It →
Determine the photon energy of orange light, .
Determine the photon energy of orange light,
Tap to reveal answer
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
← Didn't Know|Knew It →
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 reveal answer
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
← Didn't Know|Knew It →