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MEDIUMMCQ SINGLEIChO (Chemistry Olympiad)Inorganic ChemistrySolid state

If the value of ionic radius ratio c a r r is 0.52 in an ionic compound, the geometrical arrangement of ions in crystal is

MEDIUMMCQ SINGLEIChO (Chemistry Olympiad)Inorganic ChemistrySolid state

In A+ B– ionic compound, radii of A+and B– ions are 180 pm and 187 pm respectively. The crystal structure of this compound will be

MEDIUMMCQ SINGLEIChO (Chemistry Olympiad)Inorganic ChemistrySolid state

The interionic distance for caesium chloride crystal will be

MEDIUMMCQ SINGLEIChO (Chemistry Olympiad)Inorganic ChemistrySolid state

The number of formula unit in unit cell of CsCl, type is

MEDIUMMCQ SINGLEIChO (Chemistry Olympiad)Inorganic ChemistrySolid state

In CsCl structure, the coordination number of Cs⁺ is

MEDIUMMCQ SINGLEIChO (Chemistry Olympiad)Inorganic ChemistrySolid state

In NaCl lattice the coordination number of Cl– ion is

MEDIUMMCQ SINGLEIChO (Chemistry Olympiad)Inorganic ChemistrySolid state

In NaCl lattice the radius ratio is Na Cl r r =

MEDIUMMCQ SINGLEIChO (Chemistry Olympiad)Inorganic ChemistrySolid state

Which of the following statements is not true about NaCl structure

MEDIUMMCQ SINGLEIChO (Chemistry Olympiad)Inorganic ChemistrySolid state

The unit cell of a NaCl lattice

MEDIUMMCQ SINGLEIChO (Chemistry Olympiad)Inorganic ChemistrySolid state

What is the coordination number of sodium in Na₂O

MEDIUMMCQ SINGLEIChO (Chemistry Olympiad)Inorganic ChemistrySolid state

If the coordination number of Ca²⁺ in CaF₂ is 8, then the coordination number of F– ion would be

MEDIUMMCQ SINGLEIChO (Chemistry Olympiad)Inorganic ChemistrySolid state

In CsCl lattice the coordination number of Cl– ion is

MEDIUMMCQ SINGLEIChO (Chemistry Olympiad)Inorganic ChemistrySolid state

The number of octahedral voids in a unit cell of a cubical closest packed structure is

MEDIUMMCQ SINGLEIChO (Chemistry Olympiad)Inorganic ChemistrySolid state

For the structure of solid given below if the lattice points represent A+ ions & the B– ions occupy all the tetrahedral voids then coordination number of A is

MEDIUMMCQ SINGLEIChO (Chemistry Olympiad)Inorganic ChemistrySolid state

A solid A+B– has the B– ions arranged as below. If the A+ ions occupy half of the octahedral sites in the structure. The formula of solid is

MEDIUMMCQ SINGLEIChO (Chemistry Olympiad)Inorganic ChemistrySolid state

The number of tetrahedral voids in the unit cell of a face centred cubic lattice of similar atoms is

MEDIUMMCQ SINGLEIChO (Chemistry Olympiad)Inorganic ChemistrySolid state

The ratio of close-packed atoms to tetrahedral holes in cubic close packing is

MEDIUMMCQ SINGLEIChO (Chemistry Olympiad)Inorganic ChemistrySolid state

A metal crystallizes in a face-centered unit cell. Its edge length is 0.410 nm. The radius of the metal is

MEDIUMMCQ SINGLEIChO (Chemistry Olympiad)Inorganic ChemistrySolid state

Copper crystallises in face centred cubic lattice with a edge length of 361pm. What is the radius of copper atom in pm?

MEDIUMMCQ SINGLEIChO (Chemistry Olympiad)Inorganic ChemistrySolid state

In a cubic lattice of ABC, A atoms are present at all corners except one corner which is occupied by B atoms. C atoms are present at face centers. The formula of the compound is

MEDIUMMCQ SINGLEIChO (Chemistry Olympiad)Inorganic ChemistrySolid state

In a face-centred cubic lattice, a unit cell is shared equally by how many unit cells

MEDIUMMCQ SINGLEIChO (Chemistry Olympiad)Inorganic ChemistrySolid state

The number of atoms per unit cell in primitive (sc), body-centered (bcc), face-centered (fcc) and end- centered (ecc) unit cell decreases as

MEDIUMMCQ SINGLEIChO (Chemistry Olympiad)Inorganic ChemistrySolid state

The number of atoms present in unit cell of a monoatomic substance of simple cubic lattice is

MEDIUMMCQ SINGLEIChO (Chemistry Olympiad)Inorganic ChemistrySolid state

The total volume of atoms present in face-centred cubic unit cell of a metal is (r is atomic radius) (a) r (b) r (c) r (d) r

MEDIUMMCQ SINGLEIChO (Chemistry Olympiad)Inorganic ChemistrySolid state

The ratio of cationic radius to anionic radius in an ionic crystal is greater than 0.732. Its coordination number is

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