from snell's law of refraction \(n_{\text {water }} \sin \theta_{\text {water }}=n_{\text {air }} \sin \theta_{\text {air }}\)
\(\theta_{\text {water }}=90-50=40\)
\(n_{\text {water }}=1.33\)
\(n_{\text {air }}=1\)
\(1.33 \times \sin 40=1 \times \sin \theta_{\text {air }}\)
\(\theta_{\text {air }}=58.7\)
the fisherman in boat can see at an angle \(=90-58.7=31.3^{\circ}\)
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