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For parallel rays of white light incident on a spherical mirror, the light's color components have focal lengths that:
A. are independent of the component frequency.
B. increase as component frequency increases
C. decrease as component frequency increases
D. increase as the component frequency increases, for concave mirrors only; convex mirrors would yield the inverse relationship between focal length and frequency.
Answer is: A
The explanation is that angle of incidence = angle of reflection and is independent of frequency and refractive index. I understand that. I don't understand how you know that this is talking about reflection and not refraction? I thought it was C, since nlambda=nlambda and as frequency increases, wavelength decreases, so n increases and the refracted rays bend more, thus shortening (decreasing) the focal length.
A. are independent of the component frequency.
B. increase as component frequency increases
C. decrease as component frequency increases
D. increase as the component frequency increases, for concave mirrors only; convex mirrors would yield the inverse relationship between focal length and frequency.
Answer is: A
The explanation is that angle of incidence = angle of reflection and is independent of frequency and refractive index. I understand that. I don't understand how you know that this is talking about reflection and not refraction? I thought it was C, since nlambda=nlambda and as frequency increases, wavelength decreases, so n increases and the refracted rays bend more, thus shortening (decreasing) the focal length.