CsCI crystallizes in cubic unit with `CI^-` at corners and `Cs^+` at the centre of the cube. How many CsCI molecules are these in each unit cell?

A compound is formed by elements A and B . This crystallizes in the cubic structure when atoms A are the corners of the cube and atoms B are at the centre of the body . The simplest formula of the compound is ______.

An alloy of copper and gold crystallizes in cubic lattic, in which the Au- atoms occupy the lattice points at the corners of cube and Cu- atoms occupy the centre of each face. The formula of this alloy is :

A compound made of elements C and D crystallizes in fcc structure. Atoms of C are present at the corners of the cube. Atoms of D are at the centres of faces of the cube. What is the formula of the compound?

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.

The unit cell of a binary compound of A and B metals has a ccp structure with A atoms occupying the corners and B atoms occupying the centres of each faces of the cubic unit cell. If during the crystallisation of this alloy, in the unit cell two A atoms are missed, the overall composition per unit cell is :

An ionic compound has a unit cell consisting of A ions at the corners of a cube and B ions on the centres of the cube . The empirical formula for this compound is ___.

Which of the following is an example of a body centred cubic unit cell ?

A solid compund contains X, Y and Z atoms in a cubic lattice with X atoms occpying the corners ,Y atoms in the body centred positions and Z atoms at the centres of faces of the the unit cell what is the empirical formula of the compound ?

Classifty and discribe types of cubic unit cells.