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NEET UG PHYSICS MCQ: RAY OPTICS

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Application +4 | -1
A ray enters a glass slab at an angle α\alpha from air and the refractive index varies along the slab as μ=μ0−kt2\mu=\mu_0-k t^2 where tt is the distance measured along the normal. μ0\mu_0 and kk are positive constants. If the glass slab is sufficiently thick, how far along the normal will the ray go before it reflects back?
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Correct option: C
μ0−sin⁡θk\sqrt{\frac{\mu_0-\sin \theta}{k}}
Option C (μ0−sin⁡θk\sqrt{\frac{\mu_0-\sin \theta}{k}}) is correct because it is derived from Snell's law and integration, considering the varying refractive index.

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