Solve ASAP 1) y(m=2) = ? what is the position of the 3rd maximum. 2) d = ? Diameter of mirror/lens?
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Solve ASAP
1) y(m=2) = ?
what is the position of the 3rd maximum.
2) d = ?
Diameter of mirror/lens?
Step by step
Solved in 4 steps
- An olive is at the bottom of a glass of alcohol (n = 1.36). 6.78 cm beneath the surface. Above the alcohol is air. To a person in the air, who is directly above the olive, what is the apparent depth d' of the olive. d'= Number UnitsA glass sphere (n = 1.50) with a radius of 16.0 cm has a tiny air bubble 4.30 cm above its center. The sphere is viewed looking down along the extended radius containing the bubble. What is the apparent depth of the bubble below the surface of the sphere? 7.936 Apply the equation relating the object distance, image distance, and radius of curvature for a spherical refracting surface. cm Need Help? Read It Master ItIP The greatest refractive power a patient's eyes can produce is 43.7 diopters. n/a Submit Submitted, grade pending Part C Previous Answers If this patient is nearsighted, find the far point. If this person is farsighted, find the near point. N = 2.3 Submit V— ΑΣΦ www Previous Answers Request Answer X Incorrect; Try Again; 3 attempts remaining ? Review cm
- a) Show that an infinitesimal change dn of the refractive index of the material of a thin lens leads to an infinitesimal change df of the focal distance, i.e., show that: df f dn n-na (1) where na is the refractive index of air. 1.530) using a discrete b) Calculate the focal distance of a thin lens for blue light (with n= version of the upper equation if the focal distance for red light (with n = 1.470) is 20.0 cm (na = 1.000).2) A person whose eyes are1.5 m above ground approaches a pool of water of depth 2m and length 1.5 m. At what distance from the edge of the pool will she first see a point at the bottom of the pool?The figure shows a refracted light beam in linseed oil making an angle of ? = 15.8° with the normal line NN'. The index of refraction of linseed oil is 1.48. a) Determine the angle ?. b) Determine the angle ?'.