Two solids `A` and `B` floats in water. It is observed that `A` floats with half of its volume immersed and `B` Floats with `2//3` of its volume immersed. The ratio of densities of `A` and `B` is

Two solids A and B floats in water. It is observed that A floats with half of its volume immersed and B Floats with 2//3 of its volume immersed. The ration of densities of A and B is

Two solids A and B float in water. It is observed that A floats with 1/2 of its body immersed in water and B floats with 1/4 of its volume above the water level. The ratio of the density of A to that of B is

Two blocks A and B float in water. If block A floats with (1)/(4) th of its volume immersed and block B floats with (3)/(5) th of its volume immersed, the ratio of their densities is

two cubical blocks identical in dimensions float in water in such a way that 1st block floats with half part immersed in water and second block floats with . 3/4 of its volume inside the water. The ratio of densities ’of blocks is

A block of wood floats in water with 2/3 of its volume submerged. Its relative density is

A block of wood floats in water with ((4)/(5))^(th) of its volume submerged. In an oil, it floats with ((9)/(10))^(th) volume submerged. The ratio of the density of oil and water is

A body floats with one-third of its volume outside water and 3//4 of its volume outside another liquid. The density of another liquid is :

A block of wood floats in freshwater with two - third of its volume submerged . In oil , the block floats with one - fourth of its volume submerged. The density of oil is