Problem 6) A particle, traveling purely in the x-direction, is acted upon by a force (also acting only in the x-direction). A plot of the force is shown in Figure 5. After 2π seconds, the particle has a momentum of (3,0) kg · m/sec. Given this information, answer the questions below: Fx (N) sin t IT 2πT t (sec) Figure 5: Plot of force versus time. 6a) What was the impulse the particle experienced over the interval 0 ≤ t≤ 2π? 6b) what was the particle's momentum at time t = 0 seconds?
Problem 6) A particle, traveling purely in the x-direction, is acted upon by a force (also acting only in the x-direction). A plot of the force is shown in Figure 5. After 2π seconds, the particle has a momentum of (3,0) kg · m/sec. Given this information, answer the questions below: Fx (N) sin t IT 2πT t (sec) Figure 5: Plot of force versus time. 6a) What was the impulse the particle experienced over the interval 0 ≤ t≤ 2π? 6b) what was the particle's momentum at time t = 0 seconds?
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![Problem 6) A particle, traveling purely in the x-direction, is acted upon by a force (also acting
only in the x-direction). A plot of the force is shown in Figure 5. After 2π seconds, the particle
has a momentum of (3,0) kg · m/sec. Given this information, answer the questions below:
Fx (N)
sin t
IT
2πT
t (sec)
Figure 5: Plot of force versus time.
6a) What was the impulse the particle experienced over the interval 0 ≤ t≤ 2π?
6b) what was the particle's momentum at time t = 0 seconds?](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fa9bba6d0-b30d-4733-b325-b38cbdd64e79%2F6faf6c6e-c95d-4992-9099-0e3f888a842a%2F2eq0ala_processed.png&w=3840&q=75)
Transcribed Image Text:Problem 6) A particle, traveling purely in the x-direction, is acted upon by a force (also acting
only in the x-direction). A plot of the force is shown in Figure 5. After 2π seconds, the particle
has a momentum of (3,0) kg · m/sec. Given this information, answer the questions below:
Fx (N)
sin t
IT
2πT
t (sec)
Figure 5: Plot of force versus time.
6a) What was the impulse the particle experienced over the interval 0 ≤ t≤ 2π?
6b) what was the particle's momentum at time t = 0 seconds?
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