Home › UP Board Class 12 › Optics › The critical angle for total internal reflection…
The critical angle for total internal reflection at a glass-air interface is $42^\circ$. The refractive index of the glass is approximately:
A$1.33$
B$1.41$
C$1.49$
D$2.42$
Answer & Solution
Correct answer: C. $1.49$
For total internal reflection at a denser-to-rarer interface, $\mu = \dfrac{1}{\sin C}$. With $C = 42^\circ$, $\sin 42^\circ \approx 0.669$, so $\mu = 1/0.669 \approx 1.49$, which matches typical crown glass. Option A is water and option D is diamond.
Related questions
In a compound microscope, the lens placed near the object has which property compared withFor correcting myopia, a concave lens is used. According to the convention for lens power,The ability of the eye lens to focus on both nearby and distant objects by changing its foFor a hypermetropic person, the near point has shifted to 1.5 m. Using $f = \dfrac{dD}{d-DA myopic person can clearly see objects only up to 4 m and wants to see objects up to 20 mThe eye defect presbyopia, in which a person loses the power of accommodation for both neaIn a myopic (short-sighted) eye, where is the image of a distant object formed relative toTwo thin lenses of powers $+5\ \text{D}$ and $-2\ \text{D}$ are placed in contact. What is