A body of density `d` and volume `V` floats with volumes `V` of its total volume `V` immersed in a liquid of density `d` and the rest of the volume `V_(2)` immeraased in another liquid of density `d_(2)(ltd_(1))`. The volume `V_(1)` immersed in liquid of density `d_(1)` is

A body of density rho floats with volume V_(1) of its total volume V immersed in a liquid of density rho_(1) and with the remainder of volume V_(2) immersed in another liquid of density rho_(2) where rho_(1)gtrho_(2) . Find the volume immersed in two liquids. ( V_(1) and V_(2) ).

A body of density rho floats with volume V_(1) of its total volume V immersed in a liquid of density rho_(1) and with the remainder of volume V_(2) immersed in another liquid of density rho_(2) where rho_(1)gtrho_(2) . Find the volume immersed in two liquids. ( V_(1) and V_(2) ).

A body of density rho floats with a volume V_1 of its total volume V immersed in one liquid of density rho_1 and with the remainder of volume V_2 immersed in antoher liquid of density rho_2 where rho_1> rho_2 . Find the relative volumes immersed int wo liquids.

A body of density p floats with a volume V_(s) of its total volume V immersed in one liquid of density rho_(1) and with the remainder of volume V_(2) immersed in another liquid of density rho where. rho_(1) gt rho_(2) find V_(1) and V_(2)

A body of density rho floats with a volume V_(1) of its total volume V immersed in one liquid of density rho_(1) and with the remainder of volume V_(2) immersed in another liquid of density rho_(2)," ""where"" "rho_(1)gt rho_(2). Find the relative volumes immersed in two liquids.

A body of volume V and density d is completely immersed in a liquid of density p. Then the apparent weight of the body will be:

A block of density rho floats in a liquid with its one third volume immersed. The density of the liquid is

A block of density rho floats in a liquid with its one third volume immersed. The density of the liquid is