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

Please solve using these equations Fundamental Equation of DynamicsKINAMATICSParticle Rectilinear motion:Equations of Motion:Variable a?=???? ?=???? ???=???Constant a = ac ?=?0+??? ?=?0+?0?+12???2 ?2=?02+2??(?−?0)Particle : Σ?=??Rigid Body : Σ??=?(??)?(Plane Motion) Σ??=?(??)?Σ??=??? or Σ??=Σ(ℳ?)?Particle Curvilinear Motion:Cartesian Coordinates (x,y,z) ??=?̇ ??=?̈ ??=? ̇ ??=?̈ ??=?̇ ??=?̈Polar Coordinates (r,θ,z) ??=? ̇ ??=?̈−??̇2 ??=??̇ ??=??̈+2?̇?̇ ??=?̇ ??=?̈Normal-Tangential Coordinates (n,t,b)?=?̇ ; ??=?̇=????? ; ??=?2??ℎ??? ?=[1+(??/??)2]32⁄|?2?/??2|Principle of Work and Energy: ?1+?1−2=?2Kinetic EnergyParticle : ?=12??2Rigid Body : ?=12???2+ 12???2(Plane Motion) or ?= 12???2WorkVariable Force : ??=∫?cos???Constant Force: ??=(?cos?)Δ?Weight : ??=−?Δ?Spring : ??= −(12??22−12??12)Couple of Moment: ??=? Δ?Power and Efficiency ?=????=?? , ∈= ???????=???????Relative Motion ?B=?A+?B/A ?B=?A+?B/ARigid Body Motion About a Fixed AxisConservation of Energy Theorem ?1+?1=?2+?2Potential…

(a) Show that in the limit kd < < 1 the pressure field (6.8.6) 2A p(r,0,t)~~—cos(kdsino)e r reduces to 2A j(wt-kr) p(r,0,t)~~—e r boundary? j(wt - kr) 9 (rigid boundary), 6.8.6 (b) What effect does the presence of the boundary have on the sound pressure level observed (many wavelengths away) for the same source in the absence of the