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:

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:

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)

A solid ball of radius R has a charge density rho given by rho = rho_(0)(1-(r )/(R )) for 0le r le R The electric field outside the ball is :

A solid ball of radius R has a charge density rho given by rho = rho_(0)(1-(r )/(R )) for 0le r le R The electric field outside the ball is :

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 ltrleR just floats in a liquid then density of liquid is– (r is distance from centre of sphere)

Mass density of sphere having radius R varies as rho = rho_0(1-r^2/R^2) . Find maxium magnitude of gravitational field

Mass density of sphere having radius R varies as rho = rho_0(1-r^2/R^2) . Find maxium magnitude of gravitational field

A sphere of radius R contains charge density rho(r )=A (R-r ) , for 0 lt r lt R . The total electric charge inside the sphere is Q. The electric field inside the sphere is