Y L8 Six blocks, of varying masses m, 2m, 3m, and 4m, are stacked as shown in the diagram. Each block is a cube with a length L on each side. (a) Find the x and y coordinates of the center of mass of the blocks. (b) Suppose a man with a mass of 5m is standing above the center of the block of mass 4m. He then moves MI. 1. Чт 2m down to the block of mass 3m, as shown. The blocks are all joined together, so they move together. The surface that the blocks are resting on is frictionless. Find the new x coordinate of 2 m the center of mass of the blocks.

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Chapter9: Linear Momentum And Collisions
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Six blocks, of varying masses m, 2m,
3m, and 4m, are stacked as shown in the
diagram. Each block is a cube with a length L
on each side. (a) Find the x and y coordinates of
the center of mass of the blocks. (b) Suppose a
man with a mass of 5m is standing above the
center of the block of mass 4m. He then moves
MI.1.
4m
2m
down to the block of mass 3m, as shown. The
blocks are all joined together, so they move
together. The surface that the blocks are resting
on is frictionless. Find the new x coordinate of
the center of mass of the blocks.
2 m
Transcribed Image Text:Six blocks, of varying masses m, 2m, 3m, and 4m, are stacked as shown in the diagram. Each block is a cube with a length L on each side. (a) Find the x and y coordinates of the center of mass of the blocks. (b) Suppose a man with a mass of 5m is standing above the center of the block of mass 4m. He then moves MI.1. 4m 2m down to the block of mass 3m, as shown. The blocks are all joined together, so they move together. The surface that the blocks are resting on is frictionless. Find the new x coordinate of the center of mass of the blocks. 2 m
1.
Six blocks, of varying masses m, 2m,
3m, and 4m, are stacked as shown in the
diagram. Each block is a cube with a length L
on each side. (a) Find the x and y coordinates of
the center of mass of the blocks. (b) Suppose a
man with a mass of 5m is standing above the
center of the block of mass 4m. He then moves
down to the block of mass 3m, as shown. The
blocks are all joined together, so they move
together. The surface that the blocks are resting
on is frictionless. Find the new x coordinate of
the center of mass of the blocks.
4m
2m
3m
(a) X.on 7m(t), 3m(금니, 3~(들니
31
%3D
7611=722
13
6m(t1)+ 3m(글니.
Ym ({L)
Yeum
L: 1.35L
26
13
(6)
sm Xmon + 13m XHnke
Xom
18m
Let do distonce blocks move to left
5(2L-d) +13 (-d) -0
it
loL=18d
L=0.55L
The n
ew x cordinite is (.19L- 0, SSL= 0.64 L
Transcribed Image Text:1. Six blocks, of varying masses m, 2m, 3m, and 4m, are stacked as shown in the diagram. Each block is a cube with a length L on each side. (a) Find the x and y coordinates of the center of mass of the blocks. (b) Suppose a man with a mass of 5m is standing above the center of the block of mass 4m. He then moves down to the block of mass 3m, as shown. The blocks are all joined together, so they move together. The surface that the blocks are resting on is frictionless. Find the new x coordinate of the center of mass of the blocks. 4m 2m 3m (a) X.on 7m(t), 3m(금니, 3~(들니 31 %3D 7611=722 13 6m(t1)+ 3m(글니. Ym ({L) Yeum L: 1.35L 26 13 (6) sm Xmon + 13m XHnke Xom 18m Let do distonce blocks move to left 5(2L-d) +13 (-d) -0 it loL=18d L=0.55L The n ew x cordinite is (.19L- 0, SSL= 0.64 L
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