Refractive index of a glass slab and prism deviation — practice questions
10 questions in the bank on this idea. Below are 10 of them, exactly as they appear in a test.
For a plane glass slab viewed normally from air, refractive index can be estimated as
- A. apparent depth/real depth
- B. real depth + apparent depth
- C. real depth/apparent depth
- D. real depth × apparent depth
A glass slab makes an object beneath it appear
- A. farther away
- B. at the same depth for all refractive indices
- C. inverted by reflection only
- D. closer to the observer than its real position
For a prism, minimum deviation occurs when
- A. the ray path through the prism is symmetric
- B. incidence angle is always zero
- C. the ray reflects internally at both faces
- D. the prism angle is zero
At minimum deviation, prism refractive index is
- A. n=sin(A/2)/sin[(A+δm)/2]
- B. n=sin[(A+δm)/2]/sin(A/2)
- C. n=A/δm
- D. n=δm/A
A glass slab has real thickness 6.0 cm and apparent thickness 4.0 cm when viewed normally. Its refractive index is
- A. 0.67
- B. 2.0
- C. 1.5
- D. 10
Why should pins be kept well separated in a prism ray-tracing experiment?
- A. It changes the prism angle
- B. It removes refraction
- C. It makes all deviation zero
- D. Greater separation improves the accuracy of aligning their straight-line direction
A prism's deviation is measured for several incidence angles. The deviation-versus-incidence graph typically has
- A. a minimum
- B. only a straight increasing line
- C. no dependence on incidence
- D. a maximum at the symmetric path
If real depth is overestimated while apparent depth is correct, calculated refractive index will be
- A. too small
- B. too large
- C. unchanged
- D. negative
A prism has A=60° and minimum deviation 40°. Its refractive index is closest to
- A. 0.65
- B. 2.00
- C. 1.53
- D. 1.00
When tracing rays through a prism, drawing the incident and emergent directions accurately is essential because deviation is
- A. the prism mass divided by angle
- B. always equal to A
- C. independent of ray directions
- D. the angle between the incident direction extended and the emergent ray
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