Physical Optics
The device used to produce polarized light is called
A) Polarizer
B) Analyzer
C) Both polarizer and analyzer
D) Neither polarizer nor analyzer
The device used to detect polarized light is called
A) Polarizer
B) Analyzer
C) Both polarizer and analyzer
D) Neither polarizer nor analyzer
The law of Malus states that the intensity of polarized light transmitted through an analyzer is proportional to the square of the cosine of the angle between the transmission axes of the polarizer and analyzer.
A) \( I=I_0 \cos^2 \theta \)
B) \( I=I_0 \cos \theta \)
C) \( I=I_0 \sin^2 \theta \)
D) \( I=I_0 \sin \theta \)
When unpolarized light is incident on a polarizer, the intensity of the transmitted light is
A) \( I_0 \)
B) \( I_0/2 \)
C) \( I_0/4 \)
D) Zero
When polarized light is incident on an analyzer and the transmission axes are parallel, the intensity of the transmitted light is
A) \( I_0 \)
B) \( I_0/2 \)
C) \( I_0/4 \)
D) Zero
When polarized light is incident on an analyzer and the transmission axes are perpendicular, the intensity of the transmitted light is
A) \( I_0 \)
B) \( I_0/2 \)
C) \( I_0/4 \)
D) Zero
The Brewster’s law is given by
A) \( \tan \theta_p = n \)
B) \( \sin \theta_p = n \)
C) \( \cos \theta_p = n \)
D) \( \cot \theta_p = n \)
The angle of polarization \( \theta_p \) is the angle at which
A) Reflected light is completely polarized
B) Refracted light is completely polarized
C) Both reflected and refracted light are completely polarized
D) Neither reflected nor refracted light is polarized
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