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DPP – 4
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Q 1. A light ray is incident on water surface from air at an angle 450 , then angle of
4
refraction in water is: (𝜇𝑤 = 3)
3 3 1 3
(a) sin−1 4√2 (b) sin−1 (c) sin−1 (d) tan−1 4√2
√2 √2
Q 2. A light ray goes from medium A (refractive index √2 & angle of incidence 450 ) to
2
medium B (refractive index ) then light ray is deviated by angle
√3
(a) 250 (b)300 (c) 150 (d) 500
Q 3. Refraction of light from air to glass and from air to water are shown in figure (i) and
figure (ii) below. The value of the angle 𝜃 in the case of refraction as shown in figure
(iii) will be
(a) 30° (b) 35°
(c) 60° (d) 41°
Q 4. A ray of light refracts as it passes from glass into a vacuum. It’s angle of incidence
is 300 , and its angle of refraction is 600 , what is the index of refraction of the glass?
1 2
(a) √3 (b) 3 √3 (c) 1.33 (d) 3 √3
Q 5. The following figure shows refraction of light at the interface of three media Correct
order of optical density (d) of the media is: (𝑖1 > 𝑟2 )
1
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(a) 𝑑1 > 𝑑2 > 𝑑3
(b) 𝑑2 > 𝑑1 > 𝑑3
(c) 𝑑3 > 𝑑1 > 𝑑2
(d) 𝑑2 > 𝑑3 > 𝑑1
Q 6. The refractive index of glass and water with respect to air are 3/2 and 4/3
respectively. The refractive index of glass with respect to water is:
(a) 8/9 (b) 9/8 (c) 2 (d) 1/2
Q 7. A light ray goes from medium A (refractive index 𝜇1 & angle of incidence i) to
medium B (refractive index 𝜇2 & angle of refraction r) then:
(a) 𝜇1 sin 𝑖 = 𝜇2 sin 𝑟 (b) 𝜇1 tan 𝑖 = 𝜇2 tan 𝑟
(c) 𝜇2 sin 𝑖 = 𝜇1 sin 𝑟 (d) 𝜇1 sin 𝑟 = 𝜇2 sin 𝑖
Q 8. Calculate the ratio of sine of incident angle to the sine of refracted angle when the
refractive indices of medium 1 and 2 are given as 2.33 and 1.66 respectively.
(a) 0.71 (b) 1.4
(c) 2 (d) 3.99
Q 9. Find the ratio of the refractive index of medium 1 to that of medium 2, when the
incident and reflected angles are given by 300 and 450 respectively.
(a) 0.5 (b) 1
(c) 2 (d) √2
Answer Key
Q.1 a Q.2 c Q.3 b Q.4 a Q.5 d
Q.6 b Q.7 a Q.8 a Q.9 d