A compound AB has zinc blende structure with Aatoms at corners and face centre of the unit cell.If all the atoms present in one body diagonal are removed,the formula of the compound becomes `A_(x)B_(y)` .The sum (x+y) is

A compound AB_(x) is formed such that A atoms are at corners and B atoms at face centre. Find the value of x .

An AB solid has CsCl type of structure, where A occupies corner. If the atoms from corners along one of the body diagonal are removed , the formula of a the solid would be

In a solid AB of NaCl structure, A atoms occupy the corner of the cubic unit cell. If all the corner atoms are removed then the formula of the unit cell will be

In a solid AB having NaCl structure 'A' atoms occupy the corners & face centre of the cubic unit cell. If all the face centered atoms along one of the axes are removed, then the resultant stoichiomery of the solid is

A compound formed by elements X and Y has a cubic structure in which X atoms are at the corner of the cube and two atoms (Y) are at each body diagonal of the cube. If all atoms from one body diagonal of the cube are removed, then formula of the compound is

A compound formed by elements A and B has a cubic structure in which A atoms are at the corners of the cube and B atoms are at the face centres. The formula of the compound will be

A compound formed by elements A and B crystallises in a cubic structure where A atoms are present at the corners of a cube and the B atoms are present at the face centres.The formula of the compound is