Question

A prism made of saphhire with a refractive index of 1.762 is immersed in oil with a refractive index of 1.390. Light initially traveling horizontally in the oil enters the prism as shown below. A 60.0° a) What is the refracted angle inside the prism? b) What is the refracted angle when the light exits the prism? A. The refracted angle inside the prism is 43.10 B. The refracted angle inside the prism is 23.2° C. The refracted angle inside the prism is 47.40 The refracted angle inside the prism is 0.394° E. The refracted angle inside the prism is 39.3° OF The refracted angle on leaving the prism is 30.0° The refracted angle on leaving the prism is 6.88 H. The refracted angle on leaving the prism is 8.63 Ol. The refracted angle on leaving the prism is 24.6° G

Answer 1

ha anglof refraction inside prism 20 3. ampled inuicleme way to mormel = 300 refractive index of paizm= 1.782 = 1.390 1 By Hibinie Ussingen 1,390 X8 in 3u = 1:762 x singh 1 = 11:39 x I sin 2 1.762 Я= sint (0.3948) = 29 3:250 Coptron B) b) 4. 1304 LA = 30° Llit L12 = 902 JA3 1922 30°-1917, = 30°- 23:25 LM2 = 6.750 с B Misinra L3= angle when ligh exits the prizm By Hasin ma M2 = 1.763 2h 2 = 6.75 4 = 1.390,3 = have to found => r= sin 1.762 X sin 6-75 in? ] X, sin 6.757 = 547f0-1989) 1.390 = 8.563° Caption H