angle of refraction. Use these values, along with the index of refraction for both mediums, to verify Snell's Law for each scenario. Scenario 1: Angle of Incidence Air Index of Refraction nisin 01 721 300 1.00 = 0.5 or 30* 1 * sin(30) = 1 *0.5 Angle of Refraction Water Index of Refraction nasin 02 n2 20 1.33 = 0.455 or 27" 1.33 * sin(20) = 1 * 0.342 Scenario 2: Angle of Incidence Air Index of Refraction nisin 61 71 600 1.00 = 0.866 or 60 1 * sin(60) 1 * 0.866 Angle of Refraction Water Index of Refraction n2sin 02 40 1.33 = 0.855 or 58 1.33 * sin(40) 1.33 * 0.643 Questions 1. In both scenarios, were you able to verify Snell's Law? Yes 2. Make a general statement comparing the angle of incidence to the angle of refraction as light moves from a less dense to a denser material. The angle of the light ray decreases when it refracts from a material into a material that is denser 3. Make a prediction regarding how the angle of incidence would compare to the angle of refraction if the light were moving from a dense to a less dense material. The angle of the light ray will increase