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No, the velocities of all the different colors and electromagnetic radiation (i.e. - Radio waves, Infrared waves, Microwaves, Visible Light, Ultraviolet Rays, X-Rays, and Gamma Rays) are the same.

In a vacuum, this velocity (the speed of light), commonly referred to as c, is approximately 3.0*10^8 or 300000000 meters/second (or 186000 miles/second). In other media such as air, glass, water the velocity or speed of light would be different

Although all colors have the same velocity, each color is identified by its frequency and wavelength. A color with a higher frequency has a shorter wavelength (and a lower frequency has a longer wavelength.

This equation demonstrates this relationship between frequency and wavelength for a given speed:

v = fλ

where v=velocity/speed, f=frequency in Hertz, λ=wavelength in metric units (meters, centimeters, etc)

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Q: Are the velocities of different colours different?
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A prism demonstrates what?

Refraction.In addition to refraction, a common prism demonstrates that different wavelengths of light travel at different velocities in the prism material. Hence the spreading out of the various colours.


Will prism disperse light in water?

Yes, light always disperses when entering a medium other than vacuum because photons with different frequencies (different "colours") have different velocities in a medium other than vacuum, therefore different angles of refraction.


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No, but they have different wavelengths.


Can two object have the same speeds but different velocities?

No. Speed is the magnitude of the velocity vector. If velocities are the same, their magnitudes are the same, which is another way of saying that the speeds are the same.It can work the other way around, however ... same speed but different velocities, meaning same speed in different directions.


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I'm not sure


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We see different colours because other colours are being absorbed.


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By vector addition


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If the objects have different velocities they will have different inertia.


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It seems to me that the ratio of their angular velocities would be the negative reciprocal of the ratio of their radii.


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