Brewster's law is - 

(where μ = refractive index and \(i_p\) = polarising angle) 

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  1. \(i_p\) = 90º
  2. μ = tan \(i_p\)
  3. \(i_p\)  – r = tan μ 
  4. \(i_p\) = tan μ 

Answer (Detailed Solution Below)

Option 2 : μ = tan \(i_p\)
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Detailed Solution

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Concept:

  • The angle of incidence at which a beam of un-polarized light falling on a transparent surface is reflected as a beam of completely plane polarised light is called polarising or Brewster angle. It is denoted by ip.
  • Brewster's law: It states that when a ray is passed through some transparent medium having refractive index μ at any particular angle of incidence, reflected ray is completely polarized; and the angle between reflected and refracted ray is 900.

 

F2 J.K 19.5.20 Pallavi D5

μ = tan θB = tan ip

Where μ = refractive index and θB is Brewster's angle or polarizing angle (ip).

Explanation:

  • From above it is clear that the Brewster law states the relationship between light waves and polarized light
  • The correct option is μ = tan ip
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