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Visible waves of light with a wavelength of 600 nm travel at 3.0 × 108 m/s in a vacuum and 2.0 × 108 m/s in a denser, transparent medium. Based on information provided in the following table, what is the color and wavelength of the light as it passes through the denser medium?
http://www.e-tbrmcat.com/images/tests/test4/physci/exam_4_physci_iq19.gif
Answer is
A
I thought when wavelength changes, the color can change? The explanation says this
"When electromagnetic waves pass from a vacuum or a less dense medium into a denser medium, the speed (v) and wavelength (λ of the waves are reduced, but the frequency () remains the same. Because of this change in speed and wavelength, the wave front is bent at the media boundary if it does not strike the surface in a perpendicular manner. This is called refraction, which explains changes in the propagation axis. The color we perceive is due the frequency of the light, and not the wavelength. This is why objects appear the same color to us in air as they do in water. Therefore, the color remains orange, eliminating choices C and D. Because the wave speed has decreased, the wavelength must also decrease, so the wavelength cannot be 600 nm."
http://www.e-tbrmcat.com/images/tests/test4/physci/exam_4_physci_iq19.gif
Answer is
A
I thought when wavelength changes, the color can change? The explanation says this
"When electromagnetic waves pass from a vacuum or a less dense medium into a denser medium, the speed (v) and wavelength (λ of the waves are reduced, but the frequency () remains the same. Because of this change in speed and wavelength, the wave front is bent at the media boundary if it does not strike the surface in a perpendicular manner. This is called refraction, which explains changes in the propagation axis. The color we perceive is due the frequency of the light, and not the wavelength. This is why objects appear the same color to us in air as they do in water. Therefore, the color remains orange, eliminating choices C and D. Because the wave speed has decreased, the wavelength must also decrease, so the wavelength cannot be 600 nm."