Velocity of certain monochromatic light in the given transparent medium is 2.25 into 10 power 8 what is the
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Hey dear,
Given question is incomplete.
◆ Complete question-
Velocity of certain monochromatic light in the given transparent medium is 2.25×10^8 m/s. What is (a) refractive index of medium (b) criticle angle of incidence (c) polarizing angle for medium?
◆ Answer-
i = 48.59 °
p = 53.06 °
◆ Explanation-
# Given-
v = 2.25×10^8 m/s
# Solution-
(a) Refractive index of medium -
n = c/v
n = (3×10^8) / (2.25×10^8)
n = 1.33
(b) Critical angle of incidence -
n = 1/sin(i)
i = sininv(1/n)
i = sininv(1/1.33)
i = 48.59 °
(b) Polarizing angle for medium -
tan(p) = n
p = taninv(n)
p = taninv(1.33)
p = 53.06 °
Hope this is useful...
Given question is incomplete.
◆ Complete question-
Velocity of certain monochromatic light in the given transparent medium is 2.25×10^8 m/s. What is (a) refractive index of medium (b) criticle angle of incidence (c) polarizing angle for medium?
◆ Answer-
i = 48.59 °
p = 53.06 °
◆ Explanation-
# Given-
v = 2.25×10^8 m/s
# Solution-
(a) Refractive index of medium -
n = c/v
n = (3×10^8) / (2.25×10^8)
n = 1.33
(b) Critical angle of incidence -
n = 1/sin(i)
i = sininv(1/n)
i = sininv(1/1.33)
i = 48.59 °
(b) Polarizing angle for medium -
tan(p) = n
p = taninv(n)
p = taninv(1.33)
p = 53.06 °
Hope this is useful...
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