The buoyant force `F` acting on a body depends on the density of medium `rho`, volume of body immerese `V` and acceleration due to gravity `g`. Establish the relation using method of dimensions.

The time period T of a simple pendulum depends on length L and acceleration due to gravity g Establish a relation using dimensions.

Buoyant force acting on a body immersed in a fluid depends on:

What do you understand by gravity and acceleration due to gravity. Establish a relation between g and G .

For a planet the escape velocity (v) of a body depends upon the radius ( R) of the planet and acceleration due to gravity (g) . Establish a relation among the above physical quantities.

The buoyant force acting on a body partly immersed in liquid, depend on the total volume of the object.

What is the effect of mass of the body on acceleration due to gravity (g)?

The velocity of the wave v depends upon the wave length, density of water 'd' and acceleration due to gravity g Then :

The largest mass (m) that can be moved by a flowing river depends on velocity (v), density (rho) of river water and acceleration due to gravity (g). The correct relation is

Experiments reveal that the velocity v of water waves may depend on their wavelength lambda , density of water rho , and acceleration due to gravity g . Establish a possible relation between v and lambda , g, rho .

Experiments reveal that the velocity v of water waves may depend on their wavelength lambda , density of water rho , and acceleration due to gravity g . Establish a possible relation between v and lambda , g, rho .