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Published on: 21/06/2021
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Questions + Answers key
Take MCQ Chemistry Test1.
Distinguish the following. Crystal lattice and unit cell.
2.
Answer the following:
(I) Name the intermolecular force present in ice.
(II) What type of bond is present in network solid?
3.
Write the properties of ionic crystals.
4.
State Bragg's law.
5.
Write a note on the assignment of atoms per unit cell in fcc.
1.
crystal lattice and unit cell:
| Crystal Lattice | Unit Cell |
| In 3 dimensional space, a regular arrangement and repeating pattern of the constituent particles of a crystal in which each particle is depicted as a point is known as crystal lattice. | The smallest portion of the crystal lattice which, when repeated in different directions generates the entire lattice, is known as unit cell. |
2.
(i) H-bonding is the intermolecular force present in ice.
(ii) Covalent bonds are present in network solids.
3.
In ionic crystals, the units occupying lattice points are positive and negative ions.
The ionic crystals have the following characteristics :
i) The heat of vapourisation is high.
ii) The vapour pressure of ionic crystals at ordinary temperature are very low.
iii) Their melting and boiling points are very high.
iv) They are hard and brittle.
v) They are insulators in the solid state.
vi) Ionic crystals are soluble in water and also in other polar solvents.
vii) Ionic solids are good conductors when dissolved in water.
4.
The fundamental equation that gives a simple relation between the wavelength of the X-rays, the interplanar distance in the crystal and the angle of reflection is known as Bragg's equation.
nλ = 2dsinθ
Where n is the order of reflection
λ is the wavelength of X-rays
d is the interplanar distance in the crystal
θ is the angle of reflection
5.
(i) A face centred cubic lattice has 4 atoms per I unit cell.
(ii) The lattice has 8 atoms in the corners (Nc) and 6 atoms on the faces (Nf) (one on each face)
Contribution by atoms on the corners to unit cell =\(\frac{N_c}{8}=\frac{8}{8}=1\)
Contribution by atoms on the faces to unit cell =\(\frac{N_f}{2}=\frac{6}{2}=3\)
∴ The number of atoms per unit cell in fcc
\(=\frac { { N }_{ c } }{ 8 } +\frac { { N }_{ f } }{ 2 } =\frac { 8 }{ 8 } +\frac { 6 }{ 2 } =1+3=4\)
12th Standard Syllabus & Materials
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