H ASSIGNMENTS Review Test Submission: Problem Set on Light and Geometric Optics
Review Test Submission: Problem Set on Light
and Geometric Optics
User SEJALTINO DIAS QUINTAS
Course GENERAL PHYSICS 4
Problem Set o
...
H ASSIGNMENTS Review Test Submission: Problem Set on Light and Geometric Optics
Review Test Submission: Problem Set on Light
and Geometric Optics
User SEJALTINO DIAS QUINTAS
Course GENERAL PHYSICS 4
Problem Set on Light and Geometric Optics
5/29/16 1:24 PM
Test
Started
Submitted 6/3/16 3:27 PM
Status Completed
Attempt Score 22 out of 30 points
Time Elapsed 122 hours, 3 minutes
Instructions Read each question carefully and choose the letter of your best answer.
Good luck :)
Results All Answers, Submitted Answers
Displayed
Question 1
In vacuum, light wave MEILI has twice the frequency of light wave BU
HAO. The wavelength of light wave MEILI is ____________ that of light
wave BU HAO.
B. twice
Answers: A. half
B. twice
C. equal to
D. four times
E. one¬fourth
Question 2
Bluish lights (λvacuum = 510 nm) is incident onto a transparent material
with refractive index n = 2. What will be its wavelength and frequency
inside the material?
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D. 255 nm, (3/510) x 1017 Hz
Answers:
A. 510 nm, (3/1020) x 1017 Hz
B. 510 nm, (3/510) x 1017 Hz
C. 510 nm, (3/255) x 1017 Hz
D. 255 nm, (3/510) x 1017 Hz
E. 255 nm, (3/255) x 1017 Hz
Question 3
For the next three numbers, consider an electromagnetic wave traveling in
a dielectric with electric field E = (c/2) cos (4kx + ωt) [unit] j. Note: k is
the wave vector in vacuum.
Which of the following best represents the directions of the wave
propagation (S) and the magnetic field (B) of the wave?
B. S: ¬ i; B: ¬ k
Answers: A. S: ¬ i; B: + k
B. S: ¬ i; B: ¬ k
C. S: + i; B: + k
D. S: + i; B: ¬ k
E. S: + j; B: ¬ k
Question 4
What are the values of the wave number and angular frequency in the
dielectric?
A. 4k; ω
Answers: A. 4k; ω
B. 4k; ω/4
C. 4k; 4ω
D. k; ω/4
E. k; ω
Question 5
What are the speed of light in the dielectric and the refractive index of
the material? Note: c is the speed of light in vacuum
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D. v = c/2; n = 2
Answers: A. v = 4c; n = 1/4
B. v = 2c; n = 1/2
C. v = c; n = 1
D. v = c/2; n = 2
E. v = c/4; n = 4
Question 6
Pepito, studying, wondered loudly: “What is the refractive index of wine?”
His pet goldfish replied: “I do not know. But the amplitudes of E¬field and
B¬field in my house are already 2π N/C and π x 10¬8T, respectively. So it is
time you clean my bowl!” What is the index of refraction of the liquid in
the goldfish’s bowl?
E. 3/2
Answers: A. π
B. 3
C. 5
D. 2/3
E. 3/2
Question 7
A beam of light propagating through ginseng tea (ntea = 4/3) strikes a
glass plate (nglass = 3/2) at 60° incident angle and gets reflected. What is
the angle of reflection and speed of the reflected beam? Note: c =
speed of light in vacuum
E. 60°; 2c/3
Answers: A. 30°; c/2
B. 30°; 3c/4
C. 30°; 2c/3
D. 60°; 3c/4
E. 60°; 2c/3
Question 8
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From afar, Rudy, wants to hurt Mahar, fires his super uber lethal yellow
laser at him who is swimming underwater. If he wants to make a sure hit
on Mahar, where should he aim?
D. Directly at the apparent image of Mahar
Answers: A. Directly downward
B. Directly upward
C. Below the apparent image of Mahar
D. Directly at the apparent image of Mahar
E. Above the apparent image of Mahar
Question 9
Light coming from air is incident normally upon one face of a glass prism
with an index of refraction n. The light is totally reflected on the left side.
What is the minimum value n can have?
D.
Answers:
A.
B.
C.
D.
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E.
Question 10
Light beam coming from a semi¬transparent tikoy (ntikoy = 5/3) strikes the
tikoy¬tea interface at 600 incident angle with ntea = 4/3. Determine the
angle of transmission, θtrans, of the light beam in the tea?
E. There is no transmission.
Answers:
A.
B.
C.
D.
E. There is no transmission.
Question 11
Which of the following statements is/are TRUE about the image of a real
object placed in front of a plane mirror?
I. The image is virtual
II. The image formed is upright
III. The image formed can be real
IV. The magnitude of the image distance is always the same distance as the
object distance formed
D. I, II and IV
Answers: A. I only
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B. II only
C. III only
D. I, II and IV
E. I, II, III and IV
Question 12
Two plane mirrors are placed adjacently with each other forming an angle
equal to θ. If a gummy bear is imaged by these mirrors, 2 virtual gummy
bear images are formed. What is the angle between these adjacent
mirrors?
C. 600
Answers: A. 300
B. 450
C. 600
D. 900
E. 1200
Question 13
Aang, frozen inside a big chunk of ice, saw Katara trying to drill the ice.
He got so excited that he just couldn’t hide it. How will Katara appear
with respect to Aang?
D. Katara appears inverted
Answers: A. Katara appears closer to Aang
B. Katara appears farther to Aang
C. Katara appears exactly where he sees her
D. Katara appears inverted
E. Katara appears fat
Question 14
Consider a concave mirror with a very large radius of curvature, R =
100m. A very small object (with height h = 1mm) is placed in front of the
mirror, so = 2mm. Which of the following statements best describes the
position of the image formed by the object?
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B. Approximately 2 mm in the opaque side
Answers: A. Approximately 2 mm in the incidence side
B. Approximately 2 mm in the opaque side
C. Approximately 20 mm in the incidence side
D. Approximately 2 mm in the opaque side
E. NO image is formed
Question 15
From directly above, you are watching a fish swim 1.83 meters beneath
the surface of a calm lake (n = 1.33). The fish seem to be _______ m
beneath the surface.
B. 1.83/1.33
Answers: A. 1.83
B. 1.83/1.33
C. 1.33/1.83
D. 1.83/2.66
E. 2.66/1.83
Question 16
Garfield submerged himself under water (nwater ≈4/3), 1 meter deep, in a
circular tub (radius = 2 meters) to hide from a bat flying directly above in
air. Describe what does the bat sees.
B. A scared wet cat (3/4)m below the air¬water interface
Answers: A. A scared wet cat (4/3)m below the air¬water interface
B. A scared wet cat (3/4)m below the air¬water interface
C. A scared wet cat (8/3)m below the air¬water interface
D. A scared wet cat (6/4)m below the air¬water interface
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E. A scared wet cat (3/4)m above the air¬water interface
Question 17
A not¬so golden fish is 24 cm from the front surface of a water¬filled
(ntapwater = 1.5) spherical fish bowl with radius of 12 cm. What is the
apparent position of the fish to an observer outside the bowl?
E. ¬48 cm
Answers: A. 12 cm
B. ¬12 cm
C. 24 cm
D. ¬24 cm
E. ¬48 cm
Question 18
Four pictures of Nemo and Dorry were taken using an underwater camera
and with the photographer stationed on one spot. He used different
lenses with unknown focal lengths. Which picture could have resulted from
using a lens with the longest focal length?
E. E
Answers: A. A
B. B
C. C
D. D
E. E
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Question 19
A beam of parallel light rays coming from a distant laser in air is
incident on a solid transparent sphere with radius R and index of refraction
n. If a point image is produced at the back of the sphere, what is the
index of refraction of the sphere?
C. 2.0
Answers: A. 1.0
B. 1.5
C. 2.0
D. 2.5
E. 3.0
Question 20
Consider a real object that is placed in front of a concave mirror. Let
the mirror’s focal length (absolute value) be f. The image of the real
object that is placed in front of a concave mirror will vanish when the
object distance is ____.
D. so = R/2
Answers:
A. so = R
B. so = 2R
C. so = R/4
D. so = R/2
E. so = 4R
Question 21
Consider a concave mirror with a radius of curvature, R = 10 cm.
Describe the image of an elf placed 15 cm (image distance, s) in front of
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it.
Selected
Answer:
B. real, inverted
Answers: A. real, upright
B. real, inverted
C. virtual, upright
D. virtual, inverted
E.
It cannot be determined because Penguin is not standing.
Question 22
A real object placed at a distance 10 cm in front of a convex mirror with a
focal length of ¬10 cm. The lateral magnification of the image formed is
_______.
B. +1/2
Answers: A. ¬ 1/2
B. +1/2
C. ¬ 1
D. +1
E. +2
Question 23
When an object is placed 6cm in front of a converging lens, the inverted
image is half the size of the object. What is the focal length of the lens?
A. 2 cm
Answers: A. 2 cm
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B. 3 cm
C. 4 cm
D. 6 cm
E. Infinite
Question 24
A real object is placed 5 cm from a concave lens with focal length of
¬10cm. The image is ______.
E. virtual, upright and reduced
Answers: A. real, inverted and reduced
B. real, inverted and magnified
C. real, upright and magnified
D. virtual, upright and magnified
E. virtual, upright and reduced
Question 25
For the next two questions, consider an object placed in front of a convex
lens and near a concave lens shown in the figure below.
What is the location of the final image measured from the concave lens?
C. 20 cm to the left of the concave lens
Answers: A. 10 cm to the left of the concave lens
B. 10 cm to the right of the concave lens
C. 20 cm to the left of the concave lens
D. 20 cm to the right of the concave lens
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E. at infinity
Question 26 0 out of 1 points
What is the height of the final image if the height of the object is 3 cm?
C. 4 cm
Answers: A. 1 cm
B. 2 cm
C. 4 cm
D. 6 cm
E. 8 cm
Question 27
For the next three numbers, consider an object O placed 30cm in front
of a concave lens (f1 = ¬15cm) and a convex lens (f2 = 15cm). The
distance between the two lenses is 20cm
The distance of the first image from the concave lens is __ thus the image
is ____ .
D. 10¬cm; virtual
Answers: A. 10¬cm; real
B. 15¬cm; real
C. 30¬cm; real
D. 10¬cm; virtual
E. 15¬cm; virtual
Question 28
The first image will now be the object to the second lens. The image
formed by this object to the second lens will now be final image of the lens
system. The final image is (choices: magnified, reduced, same size) and
(choices: inverted, upright) relative to the original object.
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A. Reduced; inverted
Answers: A. Reduced; inverted
B. Reduced; upright
C. Magnified; inverted
D. Magnified; upright
E. Same size; inverted
Question 29
Compute for the total magnification (MTOT). (Hint: MTOT = M1 x M2,
where M1 and M2 are the magnifications from the first and second lens
respectively.)
D. ¬ 1/3
Answers: A. +3
B. +1/3
C. +1
D. ¬ 1/3
E. ¬ 3
Question 30
A very far object is incident to a larger concave mirror with radius of
curvature R = 20cm. The rays are then reflected towards an unknown
smaller mirror that later forms a final image located at the vertex (V) of
the larger concave mirror. The distance between mirrors is 5¬cm. Describe
the smaller mirror.
Selected
Answer:
E. Plane mirror with R approaching infinity
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Friday, June 3, 2016 3:27:35 PM PHT
Answers: A. Mirror with its curve part facing the left and R = 5¬cm
B. Mirror with its curve part facing the left and R = 2.5¬cm
C. Mirror with its curve part facing the right and R = 5¬cm
D.
Mirror with its curve part facing the right and R = 2.5¬cm
E. Plane mirror with R approaching infinity
← OK
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