A commercial airliner with four jet engines, each producing 64 kN of forward thrust, is in a steady, level cruise when engine number 3 suddenly fails. Determine the distance d (measured up or down on the figure) to the resultant of the three remaining engine thrust vectors. Treat this as a two-dimensional problem. The distance d is positive if above the center line of the airplane, negative if below. 64 kN 7.8 m 13.3 m 13.3 m 64 kN 7.8 m 64 kN Answer: d =
A commercial airliner with four jet engines, each producing 64 kN of forward thrust, is in a steady, level cruise when engine number 3 suddenly fails. Determine the distance d (measured up or down on the figure) to the resultant of the three remaining engine thrust vectors. Treat this as a two-dimensional problem. The distance d is positive if above the center line of the airplane, negative if below. 64 kN 7.8 m 13.3 m 13.3 m 64 kN 7.8 m 64 kN Answer: d =
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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ASAP! previous answer is wrong, round off to four decimal places
![A commercial airliner with four jet engines, each producing 64 kN of forward thrust, is in a steady, level cruise when engine number 3
suddenly fails. Determine the distance d (measured up or down on the figure) to the resultant of the three remaining engine thrust
vectors. Treat this as a two-dimensional problem. The distance d is positive if above the center line of the airplane, negative if below.
64 kN
7.8 m
13.3 m
13.3 m
64 kN
2
7.8 m
64 kN
1
Answer: d =
E](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fef2a569b-30ae-46f8-8016-9b2ae25035b4%2Fa3547f33-fb02-4fab-8b04-9a5f3d82537c%2Fxhany6_processed.png&w=3840&q=75)
Transcribed Image Text:A commercial airliner with four jet engines, each producing 64 kN of forward thrust, is in a steady, level cruise when engine number 3
suddenly fails. Determine the distance d (measured up or down on the figure) to the resultant of the three remaining engine thrust
vectors. Treat this as a two-dimensional problem. The distance d is positive if above the center line of the airplane, negative if below.
64 kN
7.8 m
13.3 m
13.3 m
64 kN
2
7.8 m
64 kN
1
Answer: d =
E
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