Question 1 Report
(a) (i) With the aid of a diagram, identify the main lines of latitude.
(ii) Calculate the distance between Addis Ababa in Ethiopia (latitude 10°N) and Maseru in Lesotho (latitude 30°S).
(b) (i) Define revolution of the earth.
(ii) Describe how revolution of the earth affects the length of day and night in the Northern Hemisphere.
(a) (i) Main lines of latitude
Lines of latitude are imaginary parallel circles drawn round the Earth and measured north or south of the Equator.
The main lines of latitude are:
(a) (ii) Distance between Addis Ababa and Maseru
Latitude of Addis Ababa = \(10^{\circ}\text{N}\)
Latitude of Maseru = \(30^{\circ}\text{S}\)
Since the two towns are on opposite sides of the Equator:
\[\text{Difference in latitude}=10^{\circ}+30^{\circ}=40^{\circ}\]
\[1^{\circ}\text{ of latitude}=111\text{ km}\]
\[\text{Distance}=40\times111=4,440\text{ km}\]
Therefore, the distance between Addis Ababa and Maseru is \(4,440\text{ km}\).
(b) (i) Revolution of the Earth
Revolution is the movement of the Earth round the Sun in its orbit. The Earth completes one revolution in about \(365\tfrac{1}{4}\) days.
(b) (ii) Effects of revolution on the length of day and night in the Northern Hemisphere
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