Please I want a solution of this question with detail. Preferable by keyboard typing. Many Thanks b. A particlein simpleaccording toWhere s is the displacement, w is the angularmovesharmonicmotiontheequation,s = TA cos(wt)+TB sin (wt).d²sfrequency and A, B are constant. Show that,+ ws = 0.dt2Note: T= 96

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Description: Please I want a solution of this question with detail. Preferable by keyboard typing. Many Thanks b. A particlein simpleaccording toWhere s is the displacement, w is the angularmovesharmonicmotiontheequation,s = TA cos(wt)+TB sin (wt).d²sfrequency an

ddt(sin(at))=acos(at) and ddt(cos(at))=-asin(at), where a is arbitrary constant.Therefore,…

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A particle in simple harmonic motion according to the equation, moves s = TA cos(wt)+TB sin (wt). Where s is the displacement, w is the angular d²s + ws = 0. dt2 frequency and A, B are constant. Show that, Note: T = 96

A particle in simple harmonic motion according to the equation, moves s = TA cos(wt)+TB sin (wt). Where s is the displacement, w is the angular d²s + ws = 0. dt2 frequency and A, B are constant. Show that, Note: T = 96

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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