(a) Examine the given defective crystal:

Answer the following questions:
(i) Is the above defect stoichiometric or non-stoichiometric?
(ii) Write the term used for this type of defect. Give an example of the compound which shows this type of defect.
(iii) How does this defect affect the density of the crystal?
(b) Write two differences between amorphous solids and crystalline solids.
OR
(a) In terms of band theory, how are conductors different from semi conductors and insulators? Give one example of each.
(b) Why does the electrical conductivity of semi conductors increase with rise in temperature?
(c) What is the formula of a compound in which the element Y form hcp lattice and atom X occupies 1/3rd of octahedral voids?
(a) (i) The above defect is stoichiometric because the no. of missing cation and anion is equal. (A cation is missing from 2nd row and an anion is missing from 3rd row)
(ii) This defect is called Schottky defect. It is a vacancy defect shown by anionic substances in which cation and anion are of similar size.
An example of the compound which shows this type of defect is NaCl.
(iii) Since, the cations and anions are missing from the lattice thereby creating vacancy. Thus, density of crystal decreases.
(b)

OR
(a) In terms of band theory, conductors, semi conductors and insulators can be differentiated as follows-

(b) The electrical conductivity of semi conductors increase with rise in temperature because the energy gap between valence and conduction band in semi-conductor is very small and with rise in temperature, electrons can flow from valence band to conduction band thereby increasing conductivity.
(c) Since, Y forms hcp lattice, the no. of atoms of Y = ![]()
= 4
No. of tetrahedral voids in lattice = 2 (no. of atoms of Y)
= 2![]()
Since, X occupy 1/3rd of tetrahedral voids, then no. of atoms of X = 8
= ![]()
Formula of compound = ![]()
= X2Y3
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