Match the statements of column A with those of column B
Column A
(A) Dispersion
(B) Scattering
(C) Total internal reflection
(D) Rectilinear propagation
Column B
(a) Mirage
(b) Pin hole camera
(c) Red light used as traffic signal
(d) rainbow

A⇢ c , B⇢ d, C⇢ a, D⇢ b

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A ⇢d, B⇢ c C⇢ a D ⇢ b

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A⇢ a B⇢ c C⇢ b D⇢ d

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A ⇢d B⇢ a C⇢ c D⇢ a

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Solution

The correct option is B
A ⇢d, B⇢ c C⇢ a D ⇢ b

Explanation :
Dispersion : Splitting of visible white light into its seven constituent colors. Eg . Rainbow
Scattering : In this the light gets deviated from its path into different directions. Eg Red light used as traffic light
Total internal reflection : It is the phenomena in which light travelling in the denser medium bounces back into the denser medium after striking the surface of the rarer medium. Eg Mirage
Rectilinear propagation : The propagation of light in a straight line direction without any hinderance. Eg Pin hole camera
Hence, the correct sequence is A ⇢d, B⇢ c C⇢ a D ⇢ b
Thus, the correct option is (b)

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Similar questions

Match the statements of Column A with those of Column B.

Column A	Column B
(A) Blue color of sky (B) Mirage (C) Twinkling of stars (D) Formation of rainbow	(a) Total internal reflection (b) Scattering of light (c) Dispersion (d) Refraction

Column A

Column B

(A) Blue color of sky

(B) Mirage
(C) Twinkling of stars

(D) Formation of rainbow

(a) Total internal reflection

(b) Scattering of light

(d) Refraction

Match the statements of Column A with those of Column B.

(A) Scattering

(B) Total internal reflection

(D) Reflection

(a) Twinkling of stars

(b) Formation of image by a plane mirror

(d) Blue color of the sky

Match the statements of Column A with those of Column B.

Column A (A) Optical fiber communication	Column B (a) Reflection
(B) Apparent depth of swimming pool	(b) Scattering
(C) Formation of image by plane mirror	(c) Total internal reflection
(D) Orange color of the sky	(d) Refraction

Column I	Column II
(i) Interference	(P) Coherent sources
(ii) Brewster's Law	(Q) $μ = \frac{1}{sin C}$
(iii) Malus Law	(R) $μ = tan θ_{p}$
(iv) Total Internal reflection	(S) $I = I_{0} {cos}^{2} θ$

Match the statements of column A with those of Column B:

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