Determine the density of cesium chloride which crystallizes in a bcc type structure with the edge length 412.1 pm. The atomic masses of Cs and CI are 133 and 35.5 respectively.

CsBr crystal has bcc structure .It has an edge length of 4.3 Å. The distance between Cs^(+) and Br^(-) is

Sodium metal crystalizes in bcc structure with the edge length of unit cell 4.29xx10^(-8) cm. Calculate the radius of sodium atom.

A substance has density of 2 kg dm^(-3) and it crystallizes to fcc lattice with edge length equal to 700 pm . The molar mass of the substance is _______ .

Find the simplest formula of a solid containing A and B atoms in cubic arrangement In which A occupies corner and B the centre of the faces of unit cell. If the side length is 5 Å , estimate the density of the solid assuming atomic weights of A and B as 60 and 90 , respectively.

A given metal crystallizes out with a cubic structure having edge length of 361 pm. If there are four metal atoms in one unit cell , what is the radius of one atom ?

An atom crystallises in fcc crystal lattice and has a density of 10 g cm^(-3) with unit cell edge length of 100 pm. Calculate number of atoms present in 1 g of crystal.

50% of the reagent is used for dehydrohalogenation of 6.45 g CH_(3)CH_(2)Cl . What will be the weight of the main product obtained ? [Atomic mass of H , C and Cl are 1 ,12 and 35.5 g/mol respectively]

The density of a material in the shape of a cube is determined by measuring three sides of the cube and its mass. If the relative errors in measuring the mass and length are respectively 1.5% and 1% , the maximum error in determining the density is:

When gold crystallizes, it forms face-centred cubic cells. The unit cell edge length is 408 pm. Calculate the density of gold. Molar mass of gold is 197 g/mol.