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9.2 Latitude and longitude

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Presentation on theme: "9.2 Latitude and longitude"— Presentation transcript:

1 9.2 Latitude and longitude

2 9.2 Latitude and longitude

3 The intersection of a sphere and a plane is a circle
The intersection of a sphere and a plane is a circle. If the plane passes through the centre of the sphere, the circle is called a great circle. All other circles are called small circles.

4 To locate the position of any point on a plane (flat) surface, we use a system of coordinates
with perpendicular axes called the Cartesian system. This cannot be done for the curved surface of a sphere. To locate the positions of points on a sphere, we use a system based on great and small circles.

5 The circles perpendicular to the polar axis are called parallels of latitude. All parallels of
latitude are small circles, with the exception of the Equator (0°), which is the only great circle that is perpendicular to the polar axis. Parallels of latitude are measured in degrees north or south of the Equator. In the left-hand diagram on the facing page, P has latitude 50°N. Great circles that pass through the North and South Poles are called lines of longitude. They are split into semi-great circles called meridians of longitude. The Prime Meridian (0°) passes through Greenwich in London. Longitude is measured in degrees east or west of the Prime Meridian to make the angle less than 180°. In the top right-hand diagram on the facing page, P has longitude 20°W.

6 When the position of a point is stated, the latitude is stated first and then the longitude. So, in
the diagram above, the position of P would be stated as 50°N20°W.

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9 Please copy this.

10 Please copy this.


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