PNVKK Objects 1 and 2 are shown below. Object 1 has mass 21 kg, object 2 has mass 7 kg, and the kinetic coefficient of friction for object 1 on the table is 0.31. If object 1 is pushed so that it is moving away from the pulley, then find the magnitude of the acceleration of each mass and the tension in the string. motion m₁ T m₂ 21. acceleration magnitude A. 5.245 m/s² B. 4.454_m/s² C. 4.729_m/s² 1--1 22. tension A. B. C. 34_N 37.01 N 30.16 N D. E. F. D. E. F. 4.985 m/s² 5.468 m/s² 4.307 m/s² 31.4 N 32.6 N 35.5 N

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PNVKK
Objects 1 and 2 are shown below. Object 1 has mass 21 kg, object 2 has mass 7 kg, and the kinetic
coefficient of friction for object 1 on the table is 0.31. If object 1 is pushed so that it is moving away from
the pulley, then find the magnitude of the acceleration of each mass and the tension in the string.
motion
m₁
π
21. acceleration magnitude
A.
5.245 m/s²
D.
E.
4.985 m/s²
5.468 m/s²
B.
4.454 m/s²
C.
4.729_m/s²
F.
4.307 m/s²
1--1
22. tension
D.
34_N
31.4 N
A.
E.
32.6 N
B.
37.01 N
F.
35.5_N
C.
30.16 N
1--1
KZMSI
In its bed, a pickup truck is carrying a large crate that is not tied down. The coefficient of static friction
between the truck bed and the crate is μ = 0.46. What is the maximum possible acceleration (assume in
the positive direction) of the truck on a level road that will not cause the crate to slip?
m₂
Transcribed Image Text:PNVKK Objects 1 and 2 are shown below. Object 1 has mass 21 kg, object 2 has mass 7 kg, and the kinetic coefficient of friction for object 1 on the table is 0.31. If object 1 is pushed so that it is moving away from the pulley, then find the magnitude of the acceleration of each mass and the tension in the string. motion m₁ π 21. acceleration magnitude A. 5.245 m/s² D. E. 4.985 m/s² 5.468 m/s² B. 4.454 m/s² C. 4.729_m/s² F. 4.307 m/s² 1--1 22. tension D. 34_N 31.4 N A. E. 32.6 N B. 37.01 N F. 35.5_N C. 30.16 N 1--1 KZMSI In its bed, a pickup truck is carrying a large crate that is not tied down. The coefficient of static friction between the truck bed and the crate is μ = 0.46. What is the maximum possible acceleration (assume in the positive direction) of the truck on a level road that will not cause the crate to slip? m₂
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