A 5.0 kg weight is hanging from an ideal spring with a k of 250N/m.  It is pulled .15m from equalibrium.  Find it's maximum displacement the elastic potential energy of spring just as the block is being released the maximum speed the block will have during its motion the displacement of the block from equilibrium when the kinetic energy of the block is equal to the elastic potential energy of the spring

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A 5.0 kg weight is hanging from an ideal spring with a k of 250N/m.  It is pulled .15m from equalibrium.  Find

  1. it's maximum displacement
  2. the elastic potential energy of spring just as the block is being released
  3. the maximum speed the block will have during its motion
  4. the displacement of the block from equilibrium when the kinetic energy of the block is equal to the elastic potential energy of the spring

The block is then brought to rest at equilibrium. The block is then pulled down half the original distance.

  1. Will the new period for the motion of the block be greater than, less than, or equal to the original period for the motion of the block? 
  2. Why?

 

The first block is brought to rest at equilibrium again.  An identical block is launched up into the first block. The new block is moving with an initial speed of v=5.0m/s when it collides with and sticks to the original block.

  1. Calculate the maximum compression of the spring after the collision of the two blocks.
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