9) The figure below shows a system of 2 blocks, A and B, connected to a rope. The mass of block A is 165 kg and mass of block B is 120 kg. The coefficient of friction between block A and the floor is A = 0.1, and between block B and the floor is B= 0.24. Block A lies on an incline plan with = 40°. A a) Draw the free body diagrams of Block A and B. Find the common acceleration of the two blocks, A and B, assuming the connecting rope is all time taut. (2.2 m/s² towards the left) b) Find the required mass of block B, if the acceleration of the system is to be 2.9 m/s² to the left. (83.36 kg)

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9) The figure below shows a system of 2 blocks, A and B, connected to a rope. The mass of block
A is 165 kg and mass of block B is 120 kg. The coefficient of friction between block A and the
floor is A =
0.1, and between block B and the floor is B= 0.24. Block A lies on an incline
plan with = 40°.
A
0
B
a) Draw the free body diagrams of Block A and B. Find the common acceleration of the two
blocks, A and B, assuming the connecting rope is all time taut.
(2.2 m/s² towards the left)
b) Find the required mass of block B, if the acceleration of the system is to be 2.9 m/s² to the
left.
(83.36 kg)
Transcribed Image Text:9) The figure below shows a system of 2 blocks, A and B, connected to a rope. The mass of block A is 165 kg and mass of block B is 120 kg. The coefficient of friction between block A and the floor is A = 0.1, and between block B and the floor is B= 0.24. Block A lies on an incline plan with = 40°. A 0 B a) Draw the free body diagrams of Block A and B. Find the common acceleration of the two blocks, A and B, assuming the connecting rope is all time taut. (2.2 m/s² towards the left) b) Find the required mass of block B, if the acceleration of the system is to be 2.9 m/s² to the left. (83.36 kg)
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