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The measurements of the scale drawing are 8 cm by 4 cm. This means that<br />
1 cm represents 2 m. This is the scale used to draw the plan of the field on paper.<br />
When making an accurate scale drawing, state what it is. Do not write any thing on the<br />
accurate diagram except letters marking points, as in your sketch. When asked for some<br />
particular length, the answer you give should be the actual length required and not the<br />
scaled length.<br />
Indicating scale<br />
There are 4 main ways of indicating the scale used.<br />
1. Statement scale: 1 cm represents 100km is a statement of the scale that means 1<br />
cm on the scale drawing represents 100 km on the ground.<br />
2. Linear scale: A line is drawn and then divided into equal divisions, for example,<br />
divisions of 1 cm. see figure below. Against the linear scale the real distance on<br />
the ground is indicated, in this case kilometers. This means 5 cm on the map<br />
400<br />
represent 400 km on the ground, or 1 cm on the map represents = 80 km.<br />
5<br />
3. Ratio form: 1:100 means 1 cm represents 100 cm. The units in the scale in ratio<br />
form must be the same.<br />
4. Representative fraction: (RF): A ratio scale such as 1:1000 may be written as a<br />
1<br />
representative fraction as . The units in the scale must be the same.<br />
1000<br />
One type of scale can be converted to another.<br />
Example<br />
A scale is given in statement form as 1 cm represents 3 km. write this scale in ratio form.<br />
Solution<br />
Scale in ratio form must have the same units. We therefore convert 3 km to centimeters.<br />
3 km = 3 1000 100 = 300 000 cm.<br />
Therefore 1 cm represents 300 000 cm.<br />
In ratio form, the scale is 1:300 000.<br />
Example