Question
What is the critical angle for light traveling from water (n=1.333) into ice (n=1.309)?
a. 79.11º
b. 69.12º
c. 59.08º
d. 49.15º
a. 79.11º
b. 69.12º
c. 59.08º
d. 49.15º
Asked by: USER5292
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165 Answers
Answer (165)
The critical angle is the angle of incident in the optically dense media that produces the angle of refraction as 90°.
sin c =1/n, where n is the refractive index and c is the critical angle.
Also, n1sinФ1=n2sinФ2
In this case we have,
1.33×sinc = 1.309×sin90° Where c is the critical angle.
sin c =1.309/1.33
sin c = 0.981995498
c = 79.11°
sin c =1/n, where n is the refractive index and c is the critical angle.
Also, n1sinФ1=n2sinФ2
In this case we have,
1.33×sinc = 1.309×sin90° Where c is the critical angle.
sin c =1.309/1.33
sin c = 0.981995498
c = 79.11°