2. The figure shows a system in a vertical plane. A block with mass top of the frictionless horizontal surface of the prism with mass M, at the most right-hand side of the surface. That prism itself is in rest on a frictionless inclined plane. The length of the side of the prism on which the block rests is d. a) What are the accelerations of the block m and of the prism M immediately after they are released from rest? What is at that instance the relative acceleration of the block m with respect to the prism M? b) How long does it take for the block to find itself at the other side of the horizontal surface of the prism, hence, at the most left-hand side of the horizontal surface? What are at that instance the velocities of block and prism? Data: m = 0.7 kg; M = 5 kg; d = 0.8 m 30° d EM m 20%

Elements Of Electromagnetics
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2. The figure shows a system in a vertical plane. A block with mass m is in rest on
top of the frictionless horizontal surface of the prism with mass M, at the most
right-hand side of the surface. That prism itself is in rest on a frictionless
inclined plane. The length of the side of the prism on which the block rests is d.
a) What are the accelerations of the block m and of the prism M immediately
after they are released from rest? What is at that instance the relative
acceleration of the block m with respect to the prism M?
b) How long does it take for the block to find itself at the other side of the
horizontal surface of the prism, hence, at the most left-hand side of the
horizontal surface? What are at that instance the velocities of block and
prism?
Data: m = 0.7 kg; M = 5 kg; d = 0.8 m
30°
d
3 3
M
30%
Transcribed Image Text:2. The figure shows a system in a vertical plane. A block with mass m is in rest on top of the frictionless horizontal surface of the prism with mass M, at the most right-hand side of the surface. That prism itself is in rest on a frictionless inclined plane. The length of the side of the prism on which the block rests is d. a) What are the accelerations of the block m and of the prism M immediately after they are released from rest? What is at that instance the relative acceleration of the block m with respect to the prism M? b) How long does it take for the block to find itself at the other side of the horizontal surface of the prism, hence, at the most left-hand side of the horizontal surface? What are at that instance the velocities of block and prism? Data: m = 0.7 kg; M = 5 kg; d = 0.8 m 30° d 3 3 M 30%
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