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In order to track a satellite, two tracking stations 65 miles apart from each other send signals to the satellite. At one 15. moment the satellite is to the left of both tracking stations, and creates angles of 86.2° and 84.5°. Satellite 86.2 84.5 Tracking Stations (a) How far is the satellite from each tracking station? Round your answer to the nearest whole mile. The satellite is miles from the left tracking station (the smaller value) miles from the right tracking station (the larger value) The satellite is (b) How high is the satellite from the ground? The satellite is miles high (perpendicularly above the ground)

In order to track a satellite, two tracking stations 65 miles apart from each other send signals to the satellite. At one 15. moment the satellite is to the left of both tracking stations, and creates angles of 86.2° and 84.5°. Satellite 86.2 84.5 Tracking Stations (a) How far is the satellite from each tracking station? Round your answer to the nearest whole mile. The satellite is miles from the left tracking station (the smaller value) miles from the right tracking station (the larger value) The satellite is (b) How high is the satellite from the ground? The satellite is miles high (perpendicularly above the ground)

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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In order to track a satellite, two tracking stations 65 miles apart from each other send signals to the satellite. At one 15. moment the satellite is to the left of both tracking stations, and creates angles of 86.2° and 84.5°. Satellite 86.2 84.5 Tracking Stations (a) How far is the satellite from each tracking station? Round your answer to the nearest whole mile. The satellite is miles from the left tracking station (the smaller value) miles from the right tracking station (the larger value) The satellite is (b) How high is the satellite from the ground? The satellite is miles high (perpendicularly above the ground)
Transcribed Image Text:In order to track a satellite, two tracking stations 65 miles apart from each other send signals to the satellite. At one 15. moment the satellite is to the left of both tracking stations, and creates angles of 86.2° and 84.5°. Satellite 86.2 84.5 Tracking Stations (a) How far is the satellite from each tracking station? Round your answer to the nearest whole mile. The satellite is miles from the left tracking station (the smaller value) miles from the right tracking station (the larger value) The satellite is (b) How high is the satellite from the ground? The satellite is miles high (perpendicularly above the ground)
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