Problem doing glass slab refraction based questions

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    Glass Refraction
AI Thread Summary
The discussion centers on solving a problem involving the apparent position of a dust particle within a glass slab of thickness t and refractive index 3/2. The key challenge is visualizing the ray diagram to determine the thickness based on the distances observed from either side of the slab. The participant suggests sketching the slab and marking the actual positions of the dust particle to clarify the relationship between the apparent and real positions. The solution involves calculating the thickness t by finding the distance between the points where the perpendicular line intersects the slab. Understanding the geometry of the situation is crucial for solving similar refraction problems.
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Homework Statement



I understand the basic formula per say of the apparent shift due to glass slab (t(1-1/u)) But when a question comes on i just don't know how to proceed. For ex this question came on my test and i just couldn't visualise how to make ray diagram or even attempt it.

Homework Equations


'"There is a dust particle on a a glass slab of thickness t and refractive index 3/2 . When seen from one side if the slab, the dust particle appears at a distance 6 cm. From the other side it appears at 4cm. Find the thickness t of the glass slab"

The Attempt at a Solution



t(1-1/3/2)
 
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'"There is a dust particle on a a glass slab of thickness t and refractive index 3/2 . When seen from one side if the slab, the dust particle appears at a distance 6 cm. From the other side it appears at 4cm. Find the thickness t of the glass slab"
... I think you mean that the dust particle is inside the glass slab.

The particle is closer to one side than the other.

sketch the slab side on - put a dot in it closer to one side than the other.
draw a line perpendicular to the sides of the slab that goes through the dot.
Where the line intersects the sides of the slab is points A and B.
The dot is point P.

All these are real, rather than apparent, positions.
t=|AB|
 
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