Does Light Speed Vary by Color?

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Different colors of light have varying wavelengths and frequencies, with red light having longer wavelengths and lower frequencies compared to blue light. While all colors travel at the same speed in a vacuum (approximately 3x10^8 m/s), their speeds differ in other media, leading to varying degrees of refraction. This difference in propagation velocities is why a prism can separate colors, with red refracting the least and blue refracting the most. Diffraction, however, is a separate phenomenon where longer wavelengths, like red light, bend more around obstacles than shorter wavelengths, such as blue light. Understanding these principles clarifies how light behaves differently based on its color.
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when light pass through the spectrum,different colour of light appear on the screen.i want to ask if the freuquency of the different.color of light is different
Is the speed different or is their speed all equal to 3x10*8?
The level of the diffraction of these light is depend on frequency,speed or wavelength?
thanks!:rolleyes:
 
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Yes, the different colours of light do have different wavelengths and frequencies. Red is the longer wavelength colours with low frequencies while blue colours have shorter wavelengths with higher frequencies.

Rays of different colours do travel at the same speed in vacuum c, but in other media their speeds differ a bit. That is why rays of different colours do not refract the same - due to their differences in propagation velocities. That is how a prisma separates the colours - they refract differently through it. Red refracts the least, which means its speed changes to only slightly less than c and blue refracts the most, that is it slows down the most in glass.

Diffraction is a different phenomena all together and we find that light "bends" around corners when it encounters an edge. Here we find that the longer wavelengths tend to "bend" more around an obstacle. That is red light will diffract more than blue light, which is opposite to what we find with refraction.
 
The book claims the answer is that all the magnitudes are the same because "the gravitational force on the penguin is the same". I'm having trouble understanding this. I thought the buoyant force was equal to the weight of the fluid displaced. Weight depends on mass which depends on density. Therefore, due to the differing densities the buoyant force will be different in each case? Is this incorrect?

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