Calculate the minimum angle of incidence so that a ray travelling from glass `(mu = 3//2)` to water `(mu = 4//3)` does not emerge out in water.

Light is incident from glass (mu_g=3/2) to water (mu_w=4/3). Find the range of the angle of deviation for refracted light.

Light is incident from glass (mu_g=3/2) to water (mu_w=4/3). Find the range of the angle of deviat on for refracted light.

A ray of light passes from glass (mu_(g) = 1.52) to water (mu_(w) = 1.33) . What is the critical angle of incidence?

A ray of light passes from glass ( mu = 1.5) to water ( mu = 1.33). The value of the critical angle of glass is ..........

Calculate the critical angle for total internal refection of light travelling from (i) water into air (ii) glass into water. Given .^(a)mu_(w) and .^(a)mu_(g) = 1.5

Calculate the critical angle foe total internal reflection of light travelling from (i) water into air (ii) glass into water. Given, .^(a)mu_(w) = 1.33 and .^(a)mu_(g) = 1.5 .

A ray of light will go from diamond to glass. What should be the minimum angle of incidences at the surface of separation of the two media, diamond and glass, so that the ray of light cannot be refracted in glass ? mu of glass = 1.51 and mu of diamond = 2.47, sin37.69^(@) = 0.61134