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Hi there.
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In this problem, we are working with lithium ions.
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This is problem number 56.
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And we have lithium ions, and it is found that they are emitting radiation with a wavelength of 670 .8 nanometers.
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And this problem has a few different parts to it.
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The first part, part a wants to know the frequency of this radiation.
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So to solve this, we are going to take the equation that tells us that wavelength times frequency is equal to the speed of light.
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Speed of light being 3 .00 times 10 to the 8 meters per second.
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All right.
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So we are going to take our wavelength.
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That is in nanometers.
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So we are going to have to convert it to meters.
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We're going to plug that in and convert it and solve for frequency.
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So wavelength, 670 .8 nanometers.
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I'm going to go ahead and convert in one meter.
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There is one times 10 to the 9th nanometers.
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And then if we multiply this by frequency, we should get the speed of light.
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All right.
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Notice that nanometers will cancel...