1. (a) Light reflected at 65 degrees from a gemstone in a ring is completely polarized. Given that the refractive of gem stone is 2.419, can the gem be a diamond? Hint: Use calculations to find the refractive index of this material and compare it to the refractive index of diamond. (b) At what angle would the light be completely polarized if the gem was in water (n=1.333)?
1. (a) Light reflected at 65 degrees from a gemstone in a ring is completely polarized. Given that the refractive of gem stone is 2.419, can the gem be a diamond? Hint: Use calculations to find the refractive index of this material and compare it to the refractive index of diamond. (b) At what angle would the light be completely polarized if the gem was in water (n=1.333)?
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![1. (a) Light reflected at 65 degrees from a gemstone in a ring is completely polarized. Given that the
refractive of gem stone is 2.419, can the gem be a diamond? Hint: Use calculations to find the
refractive index of this material and compare it to the refractive index of diamond.
(b) At what angle would the light be completely polarized if the gem was in water (n=1.333)?](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F0761ca0b-8a30-47ed-b77e-00687bf0302e%2F465e216f-1435-48bf-9466-7f8f211b3cc2%2Fua6oyng_processed.jpeg&w=3840&q=75)
Transcribed Image Text:1. (a) Light reflected at 65 degrees from a gemstone in a ring is completely polarized. Given that the
refractive of gem stone is 2.419, can the gem be a diamond? Hint: Use calculations to find the
refractive index of this material and compare it to the refractive index of diamond.
(b) At what angle would the light be completely polarized if the gem was in water (n=1.333)?
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