Therefore, we must find the angle between the air in the refractive index of Lucite Lucite. The refractive index is there a rule for you, which is 1.5 If you have enough information to this formula n1sin (theta1) = n2sin (theta2) n1 is the refractive index of the first half, the air in this case is N2 is the second, which is 1.5, Lucite theta1 is the angle of the light impinges on the Lucite theta2 is the angle of light, no light hits the Lucite in what would be 41.8
Therefore, we must find the angle between the air in the refractive index of Lucite Lucite. The refractive index is there a rule for you, which is 1.5
ReplyDeleteIf you have enough information to this formula
n1sin (theta1) = n2sin (theta2)
n1 is the refractive index of the first half, the air in this case is
N2 is the second, which is 1.5, Lucite
theta1 is the angle of the light impinges on the Lucite
theta2 is the angle of light, no light hits the Lucite in what would be 41.8