- #1
LebLlama
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Do you fancy argon-ion lasers??
I sure dont. =/
I dont. This is a practice test problem and I cannot figure it out. Frustrating!
An argon-ion laser emits a blue-green beam of light with a wavelength of 488 nm in a vacuum. What is the difference in energy in joules between the two energy states for the atomic transition that produces this light?
a.
6.18 × 10–20 J
b.
1.05 × 10–20 J
c.
5.10 × 10–28 J
d.
4.08 × 10–19 J
e.
4.76 × 10–24 J
See below. I am not sure its right though since I am not producing one of the multiple choice questions.
This is what I came up with so far:
so we know the wavelength (l) of the light emitted.
now, E (energy) is h * n (h = Plancks constant, n = frequency)
so
E = h * n
but also, l = c T = c / n (T is the period of the oscillation of the emitted light) which means
n = c / l
so
E = h * c / l
with this formula E can be computed
(c = 3 * 10^8 m/s is the speed of light)
my answer isn't any of the above, however. :(
help? =)
I sure dont. =/
Homework Statement
I dont. This is a practice test problem and I cannot figure it out. Frustrating!
An argon-ion laser emits a blue-green beam of light with a wavelength of 488 nm in a vacuum. What is the difference in energy in joules between the two energy states for the atomic transition that produces this light?
a.
6.18 × 10–20 J
b.
1.05 × 10–20 J
c.
5.10 × 10–28 J
d.
4.08 × 10–19 J
e.
4.76 × 10–24 J
Homework Equations
See below. I am not sure its right though since I am not producing one of the multiple choice questions.
The Attempt at a Solution
This is what I came up with so far:
so we know the wavelength (l) of the light emitted.
now, E (energy) is h * n (h = Plancks constant, n = frequency)
so
E = h * n
but also, l = c T = c / n (T is the period of the oscillation of the emitted light) which means
n = c / l
so
E = h * c / l
with this formula E can be computed
(c = 3 * 10^8 m/s is the speed of light)
my answer isn't any of the above, however. :(
help? =)