Plane trigonometry, by S.L. Loney.

212 TRIGONOMETRY. In the triangle APQ we have now determined the sides AP and AQ; also the included angle PA Q (= a - 3) is known. We can therefore find the side PQ by the method of Art. 181. If the four points A, B, P, and Q be not in the same plane, we must, in addition, measure the angle PAQ; for in this case PA Q is not equal to a - 3. In other respects the solution will be the same as above. 195. Bearings and Points of the Compass. The Bearing of a given point B as seen from a given point 0 is the direction in which B is seen from 0. Thus if West by ~rth i < Eastb North Bles~t' lNy SorUS~ East by i tb. \ to tt tE S ot 4'r.**" V / I, ~E^ the direction of OB bisect the angle between East and North, the bearing of B is said to be North-East If a line is said to bear 20~ West of North we mean that it is inclined to the North direction at an angle of 20~, this angle being measured from the North towards the West.

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Title
Plane trigonometry, by S.L. Loney.
Author
Loney, Sidney Luxton, 1860-
Canvas
Page 197
Publication
Cambridge [Eng.]: University press,
1893.
Subject terms
Plane trigonometry.

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"Plane trigonometry, by S.L. Loney." In the digital collection University of Michigan Historical Math Collection. https://name.umdl.umich.edu/abn7298.0001.001. University of Michigan Library Digital Collections. Accessed May 2, 2025.
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