Question
Light passes from air into water at an angle of
incidence of 33.5.degrees
Find the angle of refraction in the water.
Answer in units of degrees
incidence of 33.5.degrees
Find the angle of refraction in the water.
Answer in units of degrees
Answers
By Snell's law,
n(incident)sin(theta(incident)) = n(refracted)sin(theta(refracted)) or n(1)sin(theta(1)) = n(2)sin(theta(2))
Solving for theta(2)
sin(theta(2)) = [n(1)sin(theta(1))]/n(2)
Theta(2) = arcsin [n(1)sin(theta(1))]/n(2)
Theta(2) = arcsin ((1)(sin(33.5))/1.33 or whatever your instructor says to use for the indexes of refraction for air and water
n(incident)sin(theta(incident)) = n(refracted)sin(theta(refracted)) or n(1)sin(theta(1)) = n(2)sin(theta(2))
Solving for theta(2)
sin(theta(2)) = [n(1)sin(theta(1))]/n(2)
Theta(2) = arcsin [n(1)sin(theta(1))]/n(2)
Theta(2) = arcsin ((1)(sin(33.5))/1.33 or whatever your instructor says to use for the indexes of refraction for air and water
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