A salt AB crystallises in BCC arrangement where edge length of cube is found to be `4Å`. Calcualte its density : (molar mass of salt AB = 128gm)

If an atom crystallises in bcc lattice with r = 4Å then the edge length will be-

A element crystallises in a bcc structure. The edge length of its unit cell is 288 pm. If the density of the crystal is 7.3 g cm^(-3) , what is the atomic mass of the element ?

A element crystallises in a bcc structure. The edge length of its unit cell is 288 pm. If the density of the crystal is 7.3 g cm^(-3) , what is the atomic mass of the element ?

A element crystallises in a bcc structure. The edge length of its unit cell is 288 pm. If the density of the crystal is 7.3 g cm^(-3) , what is the atomic mass of the element ?

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 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 nm. If the molar mass of the metal is 50.3g "mol"^(-1) , its density is