The absolute refractive index of water is 1.33, diamond is 2.42, and kerosene is
1.44. Arrange them in ascending order of their optical densities.
Answers
Answered by
59
- Water < Kerosene < Diamond ✓
- Absolute Refractive index of a medium is the optical density of that medium with respect to air.
- Absolute Refractive index is the ratio of speed of light in air to the speed of light in the given media.
- As the refractive index increases, optical density also increases.
- As, we can clearly see that refractive index of water is least i.e 1.33 and the refractive index of diamond is maximum i.e 2.42
- Hence, the optical density of water is also minimum and the optical density of diamond is maximum.
- With the help of this concept we can say that the following arrangement of increasing order of optical densities of the given mediums is correct :-
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hope it's beneficial :D
Answered by
92
Given :-
The absolute refractive index of water is 1.33, diamond is 2.42, and kerosene is 1.44.
To Find :-
Arrange them in ascending order of their optical densities.
Used Concepts :-
- Absolute refractive index is also known as optical density .
- The absolute refractive index and refractive index of diamond is highest till now .
- The ability of a medium to refract light is expressed in the term of " Optical Density ".
Solution :-
Here , Absolute refractive index of Water = 1.33
=> Absolute refractive index of Kerosene = 1.44
=> Absolute refractive index of Diamond = 2.42
Which are also the optical densities of the respective mediums .
=> So , ascending order of their optical densities is :-
1.33 < 1.44 < 2.42
=> Water < Kerosene < Diamond .
Additional Information :-
- Optical density is not as same as mass density.
- When ray of light travels from rarer to denser medium it bends towards normal .
- When ray of light travels from denser to rarer medium it bends away from normal .
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