Principle of Impulse and MomentumLearning GoalThe principle of impulse and momenturn states that thesum of all impulses created by the external forces andmoments that act on a rigid body during a time interval isequal to the change in the linear and angular momenta ofthe body during that time interval in other words, impulseis the change in momentumThe greater the impulse exerted on a body, the greaterthe body's change in momentum. For example, basebalDatters swing hard to maximize the impact force andfollow through to maximize the impact timeThis principle holds true for both Inear and angularimpulse and momentumFor a rigid-body's planer motion, the equations for thelinear impulse and momentum in the s-y plane are givenbym(tor) + F, dt = m(voz),m(t) +EF, dt = m(voy)Similarly, the equation for the principle of angular impulseFigure1 of 1SubmitPart A-Angular velocity of the pulleyThe pulley shown Egure 1) has a moment of inertia /-0.900 kg-m², a radus r-0300 m, and a mass of 20.0 kg. Acylinder isattached to a cord that is wrapped around the pulley Neglecting bearing friction and the cord's mass, express the pulley's final angularvelocity in terms of the magnitude of the cord's sansion, T(measured in N), 6.00 s after the system is released from rest. Use theprinciple of angular impulse and momentumExpress your answer numerically in radians per second to three significant figures.> View Available Hint(s)VAE IvecPart B Complete previous part(s)Part C Complete previous part(s)Provide Feedback?1014Tradians/sConstantsNext >

Solution: The physical parameters given are the following: IA=0.9 kgm3r=0.3mm=20kgt=6sωi=0 The final…

Answered: The pulley shown (Egure 1) has a moment…

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