The distance between cities A and B on a map is 10 in. The distance from city B to city C, is 7.75 in, and the distance from C to A is 14.25 in. If the bearing from A to B is N73°E, find the bearing from C to A. Round to the nearest tenth of a degree. 14.25 in 10 in - 7.75 in B The bearing from city C to city A is approximately (Choose one) 10 (Choose one) N S X

Trigonometry (MindTap Course List)
10th Edition
ISBN:9781337278461
Author:Ron Larson
Publisher:Ron Larson
Chapter1: Trigonometry
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Problem 19T: An airplane is 90 miles south and 110 miles east of an airport. What bearing should the pilot take...
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The distance between cities A and B on a map is 10 in. The distance from city B to city C, is 7.75 in, and the distance from C to A is 14.25 in. If the bearing
from A to B is N73°E, find the bearing from C to A. Round to the nearest tenth of a degree.
14.25 in
A
10 in
7.75 in
B
The bearing from city C to city A is approximately (Choose one) 10
N
S
(Choose one)
X
Transcribed Image Text:The distance between cities A and B on a map is 10 in. The distance from city B to city C, is 7.75 in, and the distance from C to A is 14.25 in. If the bearing from A to B is N73°E, find the bearing from C to A. Round to the nearest tenth of a degree. 14.25 in A 10 in 7.75 in B The bearing from city C to city A is approximately (Choose one) 10 N S (Choose one) X
The distance between cities A and B on a map is 10 in. The distance from city B to city C, is 7.75 in, and the distance from C to A is 14.25 in. If the bearing
from A to B is N73°E, find the bearing from C to A. Round to the nearest tenth of a degree.
с
7.75 in
A...
B
10 in
14.25 in
The bearing from city C to city A is approximately (Choose one) ▼ O
(Chooke one) ▼
W
E
Transcribed Image Text:The distance between cities A and B on a map is 10 in. The distance from city B to city C, is 7.75 in, and the distance from C to A is 14.25 in. If the bearing from A to B is N73°E, find the bearing from C to A. Round to the nearest tenth of a degree. с 7.75 in A... B 10 in 14.25 in The bearing from city C to city A is approximately (Choose one) ▼ O (Chooke one) ▼ W E
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