Asked by crystal
A light ray parallel to the optical axis of a glass sphere of radius R enters the sphere at height H above the axis (H<R).
The ray is refracted from air with ¥è = 34¨¬ into the sphere of unknown refractive index.
If the refracted ray emerges at the point P where the sphere intercepts the optical axis, what is the refractive index of the sphere?
The ray is refracted from air with ¥è = 34¨¬ into the sphere of unknown refractive index.
If the refracted ray emerges at the point P where the sphere intercepts the optical axis, what is the refractive index of the sphere?
Answers
Answered by
drwls
How do you define the optical axis of a sphere ? What is the meaning of your
è and ¨¬ characters?
è and ¨¬ characters?
Answered by
Ji
¥è = 34¨¬
I think it turned into different characters after copying and pasting it onto the website. I think the ¥è represented "theta" (which usually symbolizes an angle) and ¨¬ actually stood for degrees for an angle.
I think it turned into different characters after copying and pasting it onto the website. I think the ¥è represented "theta" (which usually symbolizes an angle) and ¨¬ actually stood for degrees for an angle.
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