A five-pointed star with C as its top vertex is rotated so that the true bearing of side ab is N 45 degrees 30' E. Assuming that the corners are labeled in a clockwise direction, determine the forward bearing, backward bearing, azimuth (from north), and azimuth (from south) of all sides.
A five-pointed star with C as its top vertex is rotated so that the true bearing of side ab is N 45 degrees 30' E. Assuming that the corners are labeled in a clockwise direction, determine the forward bearing, backward bearing, azimuth (from north), and azimuth (from south) of all sides.
Chapter6: Deflections Of Beams: Geometric Methods
Section: Chapter Questions
Problem 1P
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A five-pointed star with C as its top vertex is rotated so that the true bearing of side ab is N 45 degrees 30' E. Assuming that the corners are labeled in a clockwise direction, determine the forward bearing, backward bearing, azimuth (from north), and azimuth (from south) of all sides.
![1. A five-pointed star with C as its top vertex is rotated so that the true bearing of side AB is N
45°30' E. Assuming that the corners are labeled in a clockwise direction, determine the forward
bearing, backward bearing, azimuth (from north), and azimuth (from south) of all sides.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F122e0114-d7f1-4224-bf91-55363b8ebf33%2Fadf9ac7c-f846-46c9-a831-ffc1b5492382%2Fewffqoa_processed.png&w=3840&q=75)
Transcribed Image Text:1. A five-pointed star with C as its top vertex is rotated so that the true bearing of side AB is N
45°30' E. Assuming that the corners are labeled in a clockwise direction, determine the forward
bearing, backward bearing, azimuth (from north), and azimuth (from south) of all sides.
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