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14. Rachelle hangs up posters to find a missing dog, Cooper. Each poster is hung four feet below the top of the streetlights around the neighborhood. The angle formed by the ladder and the streetlight is 55°. If a taller ladder was to reach the top of the streetlight, the angle formed where they meet would be 40°. Approximately how far are the posters from the bottom of each streetlight? 5.7 feet 7.6 feet 4.7 feet 9.9 feet

14. Rachelle hangs up posters to find a missing dog, Cooper. Each poster is hung four feet below the top of the streetlights around the neighborhood. The angle formed by the ladder and the streetlight is 55°. If a taller ladder was to reach the top of the streetlight, the angle formed where they meet would be 40°. Approximately how far are the posters from the bottom of each streetlight? 5.7 feet 7.6 feet 4.7 feet 9.9 feet

Elementary Geometry For College Students, 7e
Elementary Geometry For College Students, 7e
7th Edition
ISBN:9781337614085
Author:Alexander, Daniel C.; Koeberlein, Geralyn M.
Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.
ChapterP: Preliminary Concepts
SectionP.CT: Test
Problem 1CT
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14. Rachelle hangs up posters to find a missing dog, Cooper. Each poster is hung four feet below the top of the streetlights around the neighborhood. The angle formed by the ladder and the streetlight is 55°. If a taller ladder was to reach the top of the streetlight, the angle formed where they meet would be 40°. Approximately how far are the posters from the bottom of each streetlight? O 5.7 feet 7.6 feet 4.7 feet 9.9 feet
Transcribed Image Text:14. Rachelle hangs up posters to find a missing dog, Cooper. Each poster is hung four feet below the top of the streetlights around the neighborhood. The angle formed by the ladder and the streetlight is 55°. If a taller ladder was to reach the top of the streetlight, the angle formed where they meet would be 40°. Approximately how far are the posters from the bottom of each streetlight? O 5.7 feet 7.6 feet 4.7 feet 9.9 feet
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