At what angle will a ray of light be incident on one face of an equilateral prism, so that the emergent ray may graze the second surface of the prism (n=2)?
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Hi MATE...
Maximum deviation occurs when there is grazing incidence.
Since, the prism is an equilateral one; its angles are 60o each.
Therefore, maximum deviation occurs when there is grazing incidence, that is, angle of incidence is 90o
From Snell’s law μ= (sin i/sin r)
1.5= (sin90o)/ (sin r)
r = sin-1 (0.67) = 420
Also, (r + r′) =A=60o
r′= (60o−r)
= (60o−42o) =18o
Let the angle of emergence be i
Then μ=1.5 = (sin i′/sin r′)
= sin i′=1.5sin18o
= (1.5×0.31) =0.465
∴ i′=sin−1 (0.465)=28o
hope it'll help you...
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