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Short wavelengths of visible light interact more frequently with the atoms in glass than do longer wavelengths. Does this interaction time tend to speed up or to slow down the average speed of short-wavelength light in glass?

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Answer:

Slow down

Step-by-step explanation:

Short wavelengths of visible light interact more frequently with the atoms in glass than do longer wavelengths.

This means that blue light (shorter wavelength) interacts more frequently with the atoms in glass, with respect to red light (longer wavelength).

More interactions, however, means that the speed of the light decreases more. Therefore, blue light is slowed down more than red light.

This can be seen from the formula of the refractive index:


n=(c)/(v)

where

c is the speed of light in a vacuum

v is the speed of light in the medium (here, glass)

The index of refraction can also be written as


n=(\lambda_0)/(\lambda)

where


\lambda_0 is the wavelength of light in a vacuum


\lambda is the wavelength in the medium

Therefore, since the two "n" are equals, this means that when light interacts more with the medium, its speed is decreased more, and so light with short wavelength is slowed down more.

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