A Solid sphere of density `rho=rho_0(1-r^2/R^2), 0 ltrleR` just floats in a liquid then density of liquid is– (r is distance from centre of sphere)

A solid sphere of density rho= rho_(0) (1 - (r^(2))/(R^(2))), 0 lt r le R just floats in a liquid, then the density of the liquid is (r is the distance from the centre of the sphere)

Consider a solid sphere oF radius R and mass density rho(r)=rho_(0)(1-(r^(2))/(R^(2))) 0 lt r le R . The minimum density oF a liquid in which it will Float is:

The density inside a solid sphere of radius a is given by rho=rho_(0)(1-r/a) , where rho_(0) is the density at the surface and r denotes the distance from the centre. Find the gravitational field due to this sphere at a distance 2a from its centre.

Consider a solid sphere oFIGURE radius R and mass density rho(r)=rho_(0)(1-(r^(2))/(R^(2))) 0 lt r le R . The minimum density oFIGURE a liquid in which it will FIGUREloat is:

The density inside a solid sphere of radius a is given by rho=rho_0/r , where rho_0 is the density at the surface and r denotes the distance from the centre. Find the gravitational field due to this sphere at a distance 2a from its centre.

The density inside a solid sphere of radius a is given by rho=rho_0/r , where rho_0 is the density ast the surface and r denotes the distance from the centre. Find the graittional field due to this sphere at a distance 2a from its centre.

The density inside a solid sphere of radius a is given by rho=rho_0/r , where rho_0 is the density ast the surface and r denotes the distance from the centre. Find the graittional field due to this sphere at a distance 2a from its centre.

The density inside a solid sphere of radius a is given by rho=rho_0/r , where rho_0 is the density ast the surface and r denotes the distance from the centre. Find the graittional field due to this sphere at a distance 2a from its centre.

A solid sphere of radius R has a volume charge density rho=rho_(0) r^(2) (where rho_(0) is a constant ans r is the distance from centre). At a distance x from its centre (for x lt R ), the electric field is directly proportional to :

A solid non conducting sphere of radius R has a non-uniform charge distribution of volume charge density, rho=rho_(0)r/R , where rho_(0) is a constant and r is the distance from the centre of the sphere. Show that : (i) the total charge on the sphere is Q=pirho_(0)R^(3) (ii) the electric field inside the sphere has a magnitude given by, E=(KQr^(2))/R^(4)