Determine the simplest formula of an ionic compound in which cations are present at the corner and the anions occurs at the centre of each face.

Determine the simplest formula of an ionic compound in which cations present at the corners and anions occur at the centre of each face

What is the formula of the crystalline compound in which the atoms A are present at all the eight corners and atoms B at the centres of all the six faces ?

What is the formula of the crystalline compound in which the atoms A are present at all the eight corners and atoms B at the centres of all the six faces ?

What is the formula of the crystalline compound in which the atoms A are present at all the eight corners and atoms B at the centres of all the six faces ?

(a) Determine the formula of an ionic solid in which the cation \(P^{+}\) are present at alternate corners of the cube and anion \(Q^{-}\) are present at alternate face centers.

A unit cell consists of a cube in which anions (B) are present at each corner and cations (A) at centre of the alternate faces of the unit cell. What is the simplest formula of the compound ?

A unit cell consists of a cube in which anions (B) are present at each corner and cations (A) at centre of the alternate faces of the unit cell. What is the simplest formula of the compound ?

A unit cell consists of a cube in which anions (B) are present at each corner and cations (A) at centre of the alternate faces of the unit cell. What is the simplest formula of the compound ?

A unit cell consists of a cube in which the atoms A are occupying the corners while the atoms B are present at the centre of each face. If the atoms A are missing from 2 corners, what is the simplest formuls of the compound ?

A unit cell consists of a cube in which the atoms A are occupying the corners while the atoms B are present at the centre of each face. If the atoms A are missing from 2 corners, what is the simplest formuls of the compound ?