A convex spherical mirror, whose focal length has a magnitude of 15.2 cm, is to form an image 11.0 cm behind the mirror. (a) Where should the object be placed? cm in front of the mirror (b) What is the magnification of the mirror?
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A convex spherical mirror, whose focal length has a magnitude of 15.2 cm, is to form an image 11.0 cm behind the mirror.
cm in front of the mirror
(b) What is the magnification of the mirror?
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- An orthodontist wishes to inspect a patient's tooth with a magnifying mirror. She places the mirror 1.00 cm behind the tooth. This results in an upright, virtual image of the tooth that is 9.00 cm behind the mirror. (a) What is the mirror's radius of curvature (in cm)? cm (b) What magnification describes the image described in this passage?A thick-walled wine goblet can be considered to be a hollow glass sphere with an outer radius of 4.10 cmcm and an inner radius of 3.60 cmcm. The index of refraction of the goblet glass is 1.50. (a) A beam of parallel light rays enters the side of the empty goblet along a horizontal radius. Where, if anywhere, will an image be formed? (b) The goblet is filled with white wine (nn = 1.37). Where is the image formed? Use the image from the previous part as the object for the second surface (the inner wall of the same side of the goblet) and find the position of the second image. Express your answer with the appropriate units.A spherical, concave shaving mirror has a radius of curvature of 0.718 m. What is the magnification of a person's face when it is 0.155 m from the vertex of the mirror (answer sign and magnitude)?
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