Home
Class 12
PHYSICS
A solid of density D is floating in a li...

A solid of density D is floating in a liquid of density d. If `upsilon` is the volume of solid submerged in the liquid and V is the total volume of the solid, then `upsilon//V` equal to

A

d/V

B

D/d

C

`D/((D+d))`

D

`(D+d)/D`

Text Solution

Verified by Experts

The correct Answer is:
B
Promotional Banner

Similar Questions

Explore conceptually related problems

A drop of liquid of density rho is floating half-immersed in a liquid of density d . If sigma is the surface tension the diameter of the drop of the liquid is

More is the density of a liquid than a solid, more the volume of solid will submerge in it.

The figure above shows a solid of density d_S floating in a liquid of density d_L . The same solid floats in water with 3^(th)/5 of its volume immersed in it. Calculate the density of the solid. (density of water = 1 g "cm"^(-3) )

The figure above shows a solid of density d_S floating in a liquid of density d_L . What is the relation between d_S and d_L in the above case?

A uniform cube of mass M is floating on the surface of a liquid with three fourth of its volume immersed in the liquid (density =rho) . The length of the side of the cube is equal to

A solid sphere of radius R is floating in a liquid of density sigma with half of its volume submerged. If the sphere is slightly pushed and released , it starts axecuting simple harmonic motion. Find the frequency of these oscillations.

A block of volume V and density rho is floating in a liquid of density 2 rho filled in a vessel. Now the vesset starts falling freely with acceleration g . Then the volume of block inside the liquid in the falling condition is

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

A solid whose volume does not change with temperature floats in a liquid. For two different temperatures t_1 and t_2 of the liqiud, fraction f_1 and f_2 of the volume of the solid remain submerged in the liquid. The coefficient of volume expansion of the liquid is equal to

A solid cube floats in a liquid of density rho with half of its volume submerged as shown. The side length of the cube is a, which is very small compared to the size of the container. Now a liquid of density (rho)/(3) (immiscible with the liquid already in the container) is poured slowly into the container. The column of the liquid of density (rho)/(3) that must be poured so that the cube is fully submerged (with its top surface coincident with the surface of the poured liquid) is :