Atoms A, B, C and D are present at corners, face centres, body centres and edge centres and respectively in a cubic unit cell. Find the formula of compound.

Atoms A,B,C and D are present at corners, face centres , body-centres and edge-centres respectively, in a cubic unit cell.if two atoms from corners and two from face-centres are removed, then what is the formula of compound ?

Atoms A,B,C and D are present at corners, face centres , body-centres and edge-centres respectively, in a cubic unit cell.if two atoms from corners and two from face-centres are removed, then what is the formula of compound ?

In a unit cell, atoms A, B, C and D are present at comers, face centres, body - centre and edge - centre respectively in a cubic unit cell. The total number of atoms present per unit cell is

In a unit cell, atoms A, B, C and D are present at comers, face centres, body - centre and edge - centre respectively in a cubic unit cell. The total number of atoms present per unit cell is

In a unit cell, atoms A, B, C and D are present at corners, face - centres, body - centre and edge - centres respectively. If atoms touching one of the plane passing through two diagonally opposite edges are removed, then formula of compound is

In a unit cell, atoms A, B, C and D are present at corners, face - centres, body - centre and edge - centres respectively. If atoms touching one of the plane passing through two diagonally opposite edges are removed, then formula of compound is

Atoms A,B,C and D are present at corners , face centres, body-centre and edge-centres respectively. If atoms touching one of the 2-fold axis, 3-fold axis and 4-fold axis are removed, then total number of atoms remaining per unit cell is x + 1/4 . Find x .

In a unit cell, atoms A,B,C and D are present at corners, face-centres, body-centre and edge-centres respectively. If atoms touching one of the plane passing through two diagonally opposite edges are removed, then formula of compound is:

Atoms A,B,C, D are present at corners , face-centres , body-centres and edge-centres respectively (a)If the atoms touching all the rectangular planes of symmetry are removed, then what is the formula of the compound ? (b)If body centre is at origin and the atoms present in (or touching) first octant are removed, then what is the formula of the compound ?