7. There are two lifeguard stations along the shoreline. Station B is 50 meters east of station A. A troubled swimmer is spotted by lifeguards at both stations. If the troubled swimmer is spotted at a 35° angle from the guard at station A and a 41° angle from station B (swimmer between A and B), which lifeguard is the shortest distance from the swimmer? By how many meters?
7. There are two lifeguard stations along the shoreline. Station B is 50 meters east of station A. A troubled swimmer is spotted by lifeguards at both stations. If the troubled swimmer is spotted at a 35° angle from the guard at station A and a 41° angle from station B (swimmer between A and B), which lifeguard is the shortest distance from the swimmer? By how many meters?
Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
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7. There are two lifeguard stations along the shoreline. Station B is 50 meters east of station A. A
troubled swimmer is spotted by lifeguards at both stations. If the troubled swimmer is spotted at a
35° angle from the guard at station A and a 41° angle from station B (swimmer between A and B),
which lifeguard is the shortest distance from the swimmer? By how many meters?
8. A road slopes 19° above the horizontal, and a vertical telephone pole stands beside the road. The
angle of elevation of the sun is 56°, and the pole casts a 15.5 foot shadow downhill along the road.
Draw and label the appropriate diagram. Find the height of the telephone."
Transcribed Image Text:Law of Sir x
K Mira Genc x
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A Kami Schoolo..
Mira Gendy - Law of Sines:Cosines tes
-
100%
Turn in
7. There are two lifeguard stations along the shoreline. Station B is 50 meters east of station A. A
troubled swimmer is spotted by lifeguards at both stations. If the troubled swimmer is spotted at a
35° angle from the guard at station A and a 41° angle from station B (swimmer between A and B),
which lifeguard is the shortest distance from the swimmer? By how many meters?
8. A road slopes 19° above the horizontal, and a vertical telephone pole stands beside the road. The
angle of elevation of the sun is 56°, and the pole casts a 15.5 foot shadow downhill along the road.
Draw and label the appropriate diagram. Find the height of the telephone.
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