Explanation Given: The refractive index of glass sphere n is 1.50 , the radius of sphere is 15.0 cm and the distance of air bubble above the center of the sphere is 5.00 cm . Write the relation between object distance and image distance for refraction from a surface. n 1 p + n 2 q = n 2 − n 1 R q = n 2 p R ( n 2 − n 1 ) p − n 1 R Here, n 1 is the index of refraction when the light is incident in the medium. n 2 is the index of refraction when the light is refracted in the medium. p is the object distance. q is the image distance. R is the radius of the sphere. The index of refraction of air n 2 is 1.00 . The depth of the bubble is below the surface of the sphere due to which the object distance p is equal to twice the initial distance. The object distance is, p = 2 ( 5

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Chapter 36, Problem 36.35P

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The apparent depth of the bubble below the surface of the sphere.

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Chapter 36, Problem 36.34P

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Chapter 36 Solutions

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The apparent depth of the bubble below the surface of the sphere.

Solution Summary: The author explains the relation between object distance and image distance for retion from a surface.

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