In a 3-sided closed traverse, the bearing of AC is N50°28′46″E, and the bearing for BC is N43°15′32″W, given that the coordinates of A is N; 628.09 and E; 772.34, and the coordinates for B is N; 645.98 and E; 939.44. Find the following: a. The horizontal distance of AB b. The coordinates of the point of intersection of AC and BC (that is, coordinates of C).
In a 3-sided closed traverse, the bearing of AC is N50°28′46″E, and the bearing for BC is N43°15′32″W, given that the coordinates of A is N; 628.09 and E; 772.34, and the coordinates for B is N; 645.98 and E; 939.44. Find the following: a. The horizontal distance of AB b. The coordinates of the point of intersection of AC and BC (that is, coordinates of C).
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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Transcribed Image Text:In a 3-sided closed traverse, the bearing of AC is N50°28′46″E, and the bearing for BC is
N43°15′32″W, given that the coordinates of A is N; 628.09 and E; 772.34, and the coordinates
for B is N; 645.98 and E; 939.44. Find the following:
a. The horizontal distance of AB
b. The coordinates of the point of intersection of AC and BC (that is, coordinates of C).
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