(a)(1) Define covalent bond. (ii) Give two properties of covalent compounds (ii) With the aid of a diagram, show how ammonia molecule is formed (iv) Illustr...

Assessment: WAEC SSCE - Chemistry - 2008 (Essay) Subject: Chemistry

Question 1 Report

(a)(1) Define covalent bond.

(ii) Give two properties of covalent compounds

(ii) With the aid of a diagram, show how ammonia molecule is formed

(iv) Illustrate with a diagram the formation of ammonium ion?

(v) What type of bond(s) exist(s) in I. ammonia, H. ammonium ion? (\(_1\)H\(_7\)N)

 

(b)(i) Write three subatomic particles with their corresponding relative masses. CH\(_2\)OH

(ii) Name the possible states in which water can exist.

 

(c) (i) State Graham's law of diffusion

(ii) Arrange the following gases, He, CH\(_4\) and N\(_2\) in order of increasing rates of diffusion. Give a reason for the order. [ H = 1, He = 4, C = 12, N = 14 ]

 

(d) Draw the structures of the following compounds:

(i) 2,3-dimethylbutane;

(ii) 1,4-dibromocyclohexane.

Answer Details

(a) Covalent bonding

(i) A covalent bond is a bond formed when two atoms contribute and share one or more pairs of electrons.

(ii) Properties of covalent compounds include:

  • They are generally non-conductors of electricity.
  • They usually have low melting and boiling points.
  • They are usually insoluble in water but soluble in non-polar organic solvents.

(iii) and (iv) The dot-and-cross diagrams below show the formation of ammonia and ammonium ion. Dots represent electrons from nitrogen, while crosses represent electrons from hydrogen.

figure
Dot-and-cross diagrams showing formation of ammonia and ammonium ion.

(v)

  1. In ammonia, NH3, the N-H bonds are ordinary covalent bonds.
  2. In ammonium ion, NH4+, there are covalent bonds and one co-ordinate (dative covalent) bond formed by donation of the lone pair on nitrogen to H+. After formation, the four N-H bonds are equivalent.

(b)

(i) The subatomic particles and their relative masses are:

Subatomic particleRelative mass
Proton1
Neutron1
Electron\(\dfrac{1}{1840}\)

(ii) Water exists as a solid (ice), liquid (water), and gas (steam or water vapour).

(c) Diffusion

(i) Graham's law states that, at constant temperature and pressure, the rate of diffusion of a gas is inversely proportional to the square root of its molar mass or vapour density.

\[r \propto \frac{1}{\sqrt{M}}\]

(ii) \(M_r(\mathrm{He})=4\), \(M_r(\mathrm{CH_4})=16\), and \(M_r(\mathrm{N_2})=28\). Hence, the order of increasing rate of diffusion is:

\[\boxed{\mathrm{N_2\; <\; CH_4\; <\; He}}\]

This is because gases with smaller molar masses diffuse faster.

(d) Structural formulae

figure
Displayed structures of 2,3-dimethylbutane and 1,4-dibromocyclohexane.

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