A 3 kg particle is traveling at 5 [m/s]. An impulse acts on the particle via a force of 13(1-cos(2mt/1.1)) [N] which acts in the same direction as the motion for 1.1 seconds. What is the impulse acting on the particle? [Ns] (Hint, draw a figure of the force and consider the area represented by the integral) What is the speed of the particle after the impact [m/s]. What is the impulse delivered to the object between t-0s and t-0.825s [Ns].
A 3 kg particle is traveling at 5 [m/s]. An impulse acts on the particle via a force of 13(1-cos(2mt/1.1)) [N] which acts in the same direction as the motion for 1.1 seconds. What is the impulse acting on the particle? [Ns] (Hint, draw a figure of the force and consider the area represented by the integral) What is the speed of the particle after the impact [m/s]. What is the impulse delivered to the object between t-0s and t-0.825s [Ns].
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![A 3 kg particle is traveling at 5 [m/s]. An impulse acts on the particle via a force of 13(1-cos(2nt/1.1)) [N] which acts in the same direction as the motion for 1.1 seconds.
What is the impulse acting on the particle? [Ns] (Hint, draw a figure of the force and consider the area represented by the integral)
What is the speed of the particle after the impact [m/s].
What is the impulse delivered to the object between t-0s and t-0.825s [Ns].](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F5ae48216-c748-4e63-9288-8db919a9bcc7%2Fa2789f07-abd3-4141-9566-9a67b7b7c6d2%2Fap3iu_processed.jpeg&w=3840&q=75)
Transcribed Image Text:A 3 kg particle is traveling at 5 [m/s]. An impulse acts on the particle via a force of 13(1-cos(2nt/1.1)) [N] which acts in the same direction as the motion for 1.1 seconds.
What is the impulse acting on the particle? [Ns] (Hint, draw a figure of the force and consider the area represented by the integral)
What is the speed of the particle after the impact [m/s].
What is the impulse delivered to the object between t-0s and t-0.825s [Ns].
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