There are two particles (1 and 2) that are moving around in space. The mass of particle 1 is 2.8 kg and the mass of particle 2 is 1.96 kg. The particles are isolated so that only the forces between the particles are significant. The force that 2 exerts on 1 is given by: Fa(t) = F,tî+ FP } The initial time is t; = 4.1s and the final time is tg = 6.8 s. Use the following values for the parameters: F. = -18.4 N/s, F, = 11.2 N/s, If the y component of the impulse from 1 on 2 is -5196 N s, what is the y component of the change in momentum for particle 2?

Physics for Scientists and Engineers: Foundations and Connections
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Chapter5: Newton's Laws Of Motion
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Problem 70PQ: A 1.50-kg particle initially at rest and at the origin of an xy coordinate system is subjected to a...
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I dont quite know how to solve this. Every time I try to solve it I get -5195.57 kg*m/s which is wrong. How do I go about solving this correctly?

There are two particles (1 and 2) that are moving around in space. The mass of particle 1 is 2.8 kg and the mass of
particle 2 is 1.96 kg. The particles are isolated so that only the forces between the particles are significant. The force
that 2 exerts on 1 is given by:
Fa(t) = F,t î+ Fut }
The initial time is t; = 4.1s and the final time is tf = 6.8 s.
Use the following values for the parameters:
Fa = -18.4 N/s, F, = 11.2 N/s,
If the y component of the impulse from 1 on 2 is -5196 N s, what is the y component of the change in momentum for
particle 2?
Transcribed Image Text:There are two particles (1 and 2) that are moving around in space. The mass of particle 1 is 2.8 kg and the mass of particle 2 is 1.96 kg. The particles are isolated so that only the forces between the particles are significant. The force that 2 exerts on 1 is given by: Fa(t) = F,t î+ Fut } The initial time is t; = 4.1s and the final time is tf = 6.8 s. Use the following values for the parameters: Fa = -18.4 N/s, F, = 11.2 N/s, If the y component of the impulse from 1 on 2 is -5196 N s, what is the y component of the change in momentum for particle 2?
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