POSITIONS DETERMINED BY TRIANGULATIONS

18. If we mark a third dot, “C,” on our paper and wish to define its

position, we may give the direction and the distance from “A,” or from

“B,” or, if we prefer, we may follow the principle of Triangulation and

give two directions, one from “A” and the other from “B.” No distances

need be given in that case. The position of “C” will be found at the

intersection of the two directions.

[Illustration: Fig. 6]

The principle of Triangulation is illustrated in the above diagram.

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