By R. W. Anson, R W Anson, F J Ormeling
Simple Cartography: for college kids and Technicians; workout guide
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Extra resources for Basic Cartography for Students and Technicians. Exercise Manual
You can simply use the formula next to it. In this example this becomes : χ = Ρ . 1 km ςΐηφ. 033a, but this time at a scale of 1/200,000,000. Task Β 1. Now draw the same continent as that cices 3 and 4 on this graticule and result with that of the earlier exercices. see with respect to the overall shape ent? used in exercompare the What can you of the contin 2. Indicate again the two towns used in exercise 1, Ankara and Peking, both at 40° N, and respectively at 33° Ε and 116° E. Oest Port is at 70° Ν and 84° E.
Every parallel is unequally divided across the entire map width and it is dependent on the spot where the graticule is intersected. You can choose where to do this. 04d or you can search for an alternative, better solution. The points at which the meridians cross each of the parallels are indicated and each time connected with a curved line. In this way the sinusoidal meridians are created. Do not forget that the 0° meridian does not necessa rily have to be in the centre of the graticule. The Americas could equally well appear on the right of the map.
Oest Port is at 70° Ν and 84° E. Also plot the position of this town. When two aeroplanes start from Oest Port, one flying to Ankara and the other to Peking, what direction does each of them take, and what difference is there? Connect (in pencil) Oest Port to Ankara and Peking and then, using your protractor, read the angle between the different directions on the map. You know that this map is not conformal and that the difference in angle is not exact. 01b (Mercator Projection). Draw here the Equivalent Cylindrical Projection (with t w o standard parallels : 30° Ν and 30° S) scale: 1/200 000 000 3.