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19-6. The airplane is traveling in a straight line with a speed of 300 km/h, when the engines A and B produce a thrust of TA = 40 kN and TR = 20 kN, respectively. Determine the angular velocity of the airplane in t=5 s. The plane has a mass of 200 Mg, its center of mass is located at G, and its radius of gyration about G is kG=15 m. %3D TA = 40 kN 8 m G• B TB = 20 kN 8 m %3D

19-6. The airplane is traveling in a straight line with a speed of 300 km/h, when the engines A and B produce a thrust of TA = 40 kN and TR = 20 kN, respectively. Determine the angular velocity of the airplane in t=5 s. The plane has a mass of 200 Mg, its center of mass is located at G, and its radius of gyration about G is kG=15 m. %3D TA = 40 kN 8 m G• B TB = 20 kN 8 m %3D

Elements Of Electromagnetics
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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This is a dynamics question. 

Answer: w=0.0178 rad/s

19-6. The airplane is traveling in a straight line with a speed of 300 km/h, when the engines A and B produce a thrust of TA = 40 kN and TR = 20 kN, respectively. Determine the angular velocity of the airplane in t=5 s. The plane has a mass of 200 Mg, its center of mass is located at G, and its radius of gyration about G is kG=15 m. %3D TA = 40 kN 8 m G• B TB = 20 kN 8 m %3D
Transcribed Image Text:19-6. The airplane is traveling in a straight line with a speed of 300 km/h, when the engines A and B produce a thrust of TA = 40 kN and TR = 20 kN, respectively. Determine the angular velocity of the airplane in t=5 s. The plane has a mass of 200 Mg, its center of mass is located at G, and its radius of gyration about G is kG=15 m. %3D TA = 40 kN 8 m G• B TB = 20 kN 8 m %3D
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