2. A box (M₁=0.8 kg) is pushed against the spring (K = 150 N/m) and compressed for x = 0.15 m. When we release the box, it moves freely to the right and moves on a horizontal surface until hits another box (M20.5 kg) and after a perfect inelastic collision at point C (attached to the M₂ and move together) continue moving to the right side. From this point (C) the surface has a friction (constant kinetic friction f-2 N). Find the distance travelled to stop at point D. X-0.15m M₁ A M₂ M₂ d=? fx=2 N M₁ My D

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2. A box (M₁=0.8 kg) is pushed against the spring (K = 150 N/m) and compressed for x = 0.15 m.
When we release the box, it moves freely to the right and moves on a horizontal surface until hits
another box (M20.5 kg) and after a perfect inelastic collision at point C (attached to the M2 and
move together) continue moving to the right side. From this point (C) the surface has a friction
(constant kinetic friction f= 2 N). Find the distance travelled to stop at point D.
X-0.15 m
M₁
A
M₂
M₂
d=?
fx=2 N
M₁ Mj
Transcribed Image Text:2. A box (M₁=0.8 kg) is pushed against the spring (K = 150 N/m) and compressed for x = 0.15 m. When we release the box, it moves freely to the right and moves on a horizontal surface until hits another box (M20.5 kg) and after a perfect inelastic collision at point C (attached to the M2 and move together) continue moving to the right side. From this point (C) the surface has a friction (constant kinetic friction f= 2 N). Find the distance travelled to stop at point D. X-0.15 m M₁ A M₂ M₂ d=? fx=2 N M₁ Mj
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