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A jeweler, whose near point is 40.0 cm from his eye, is using a magnifying glass to examine a gold ring. The lens of the magnifying glass has a focal length of 5.00 cm. a) Determine the maximum angular magnification of the magnifying glass. b) Determine the location of the ring and magnification when the jeweler's eye is fully relaxed. c) Determine the angular magnification of the magnifying glass when the virtual image of the ring is located 165 cm from the lens. Ans. a) m = 9.00 b) p = 5.00 cm, m = 8.00 c) m = 8.24
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Transcribed Image Text:A jeweler, whose near point is 40.0 cm from his eye, is using a magnifying glass to examine a gold ring. The lens of the magnifying glass has a focal length of 5.00 cm. a) Determine the maximum angular magnification of the magnifying glass. b) Determine the location of the ring and magnification when the jeweler's eye is fully relaxed. c) Determine the angular magnification of the magnifying glass when the virtual image of the ring is located 165 cm from the lens. Ans. a) m = 9.00 b) p = 5.00 cm, m = 8.00 c) m = 8.24
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Step 1: Determine the given data:
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Step 2: a) Determine the angular magnification:
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Step 3: b) Calculate the ring position and magnification:
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Step 4: c) Calculate the angular magnification at the given case:
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