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A small light fixture is on the bottom of a swimming pool 1.00 m below surface The emerging from water forms circle still What diameter this circle?

Let the radius of the circle on the surface of the water be R. According to Snell’s law,

$$n_1\sin\theta_1=n_2\sin\theta_2$$

$$1.00\sin90\degree=1.33\sin\theta_2$$

$$\theta_2=48.7\degree$$

So angle between the extreme rays is

$$2\theta_2=97.5\degree$$

or

$$\tan48.75\degree=\frac h{R}$$

and we have

$$R=\frac{1.00\text{ m}}{\tan48.75\degree}=\boxed{1.14\text{ m}}$$


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