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A ray of light is incident on a surface of glass slab at an angle `45^@`. If the lateral shift produced per unit thickness is `1//sqrt3`, the angle of refraction produced isA. `tan^(-1)(sqrt3/2)`B. `tan^(-1)(1-sqrt(2/3))`C. `sin^(-1)(1-sqrt(2/3))`D. `tan^(-1)(sqrt(2/(sqrt3-1)))` |
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Answer» Correct Answer - B (b) Here, angle of incidencei=`45^(@)` `("Lateral shift(d)")/("Thickness of glass slab(t)")=1/sqrt3` Lateral shift,d=`(tsindelta)/(cosr)=(tsin(i-r))/(cosr)` `rArr d/t=(sin(i-r))/(cosr)` or `d/t=(sinicosr-cosisinr)/(cosr)` `=(cosr-sinr)/(sqrt2cosr)` or `d/t=1/sqrt2(1-tanr)or1/sqrt3=1/sqrt2(1-tanr)` or `tanr=1-(sqrt2)/(sqrt3)` or Angle of refraction, r=`tan^(-1)(1-(sqrt2)/(sqrt3))` |
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