Question: A ray traveling through a large vat filled with medium 1 , index of refraction (n_{1}=1.3), is incident on a flat layer (thickness (d=12 mathrm{~mm})

A ray traveling through a large vat filled with medium 1 , index of refraction $n_{1}=1.3$, is incident on a flat layer (thickness $d=12 \mathrm{~mm}$ ) of medium 2, index of refraction $n_{2}=1.6$. If the light enters medium 2 at an angle $\theta_{1}=40^{\circ}$ with respect to the normal to the interface between the media, how far is it shifted from its original path once it exits medium 2?

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