According to the Snell's law
sinα1sinα2=n2n1→sin46°sinα2=11.33→\frac{\sin\alpha_1}{\sin\alpha_2}=\frac{n_2}{n_1}\to \frac{\sin46°}{\sin\alpha_2}=\frac{1}{1.33}\tosinα2sinα1=n1n2→sinα2sin46°=1.331→
sinα2=1.33⋅sin46°=0.9567→α2=73°.\sin\alpha_2=1.33\cdot\sin46°=0.9567\to \alpha_2=73°.sinα2=1.33⋅sin46°=0.9567→α2=73°. Answer
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