A metal crystallises as body centred cubic lattice with the edge length of unit cell equal to 0.304 nm. If the molar mass of the metal is `50.3g "mol"^(-1)`, its density is

A metal crystallises as body centred cubic lattice with the edge length of unit cell equal to 0.304 nm. If the molar mass of the metal is 50.3 g mol^(−1) , its density (in g cm^(−3) ) is :

A metal crystallises as body centred cubic lattice with the edge length of unit cell equal to 0.304 um. If the molar mass of the metal is 50.3 g mol^(-1),its density is

A metal crystallises with a body-centred cubic lattice. The edge length of the unit cell is 360 pm. Radius of the metal atom is

A metal crystallises with a body-centred cubic lattice. The edge length of the unit cell is 360 pm. Radius of the metal atom is

Sodium crystalises in body centred cubic lattice. The edge length of its unit cell is 0.424 nm. The density of the metal is

A metal crystallises in body centred cubic lattice with edge length of the cube 287 pm. Calculate the radius of metal atom.

A metal crystallises face-centred cubic lattice with edge length of 450pm. Molar mass of the metal is 50 g "mol"^(-1) . The density of metal will be :