An object is located at the bottom of a tank containing two immiscible liquids and is seen vertically from above. The lower and upper liquids are of depths `h_1` and `h_2` respectively and of refractive indices `mu_1` and `mu_2` respectively. Locate the position of the image of the object O from the surface.

A tank contains two different liquids which do not mix with each other. The lower and upper liquid are at depth h_(1) and h_(2) respectively and of refractive indices mu_(1) and mu_(2) . An object O is located at the bottom, when see vertically from above. Locate the position of image of the object O as seen from above.

Speed of light through two media of refractive indices mu_(1) and mu_(2) are u_(1) and u_(2) respectively, then

A man observes a coin placed at the bottom of a beaker which contains two immiscible liquids of refractive indices 1.2 and 1.4 as shown in the figure. Find the depth of the coin below the surface, as observed from above.

An object at the bottom of a tank containing two different liquids (which do not mix with each other) is seen vertically from above . Prove the apparent depth pf the object is frac(d_1)(mu_1)+frac(d_2)(mu_2) if the lower and upper liquids are respectively of depths d_1 and d_2 and R.I. mu_1 and mu_2 .

An object is placed at the bottom of a tank filled with liquid of refractive index 1.6. If the actual depth of the tank is 10 cm, what will be the apparent depth of the object?

A beaker is filled with two immiscible transparent liquids of refractive indices mu_1 and mu_2 having thickness of layers d_1 and d_2 respectively. The apparent depth of the bottom of the beaker is

A plane mirror is fixed at the bottom of a tank containing water. A small object is kept at a height of 24 cm from the bottom and is viewed from a point vertically above it. The distance between the object and the image in the mirror as appears to the person is