1" Scenario: Set the collision to be completely inelastic. In this case the blocks will stick to each other after collision. The two blocks are moving towards each other with the same speed. They have the same mass. Before Collision: Mass velocity Momentum Kinetic Energy Small Blue Block Small Red Block Total XXXXXXXXXXXXXXX After Collision: Fill in the following table. Was momentum partially or totally transferred?

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Please help. Thank you:) This is the website simulation that will be using: https://ophysics.com/e2.html
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Are your results consistent with the definition of inelastic collision?
2st Scenario:
Set the collision to be completely inelastic. In this case the blocks will stick to each other after collision.
We are taking the direction to the right to be the positive direction.
Set the blue block at rest.
Set the red block to move towards the blue block.
Before Collision:
Mass
velocity
Momentum
Kinetic Energy
Small Blue Block
Small Red Block
Total
XXXXXXXXXXXXXXX
After Collision:
Mass
Velocity
Momentum
Kinetic Energy
Small Blue Block
Small Red Block
Total
Does the calculated speed for the blocks seems to be right on your simulation?
Are your results consistent with the definition of inelastic collision?
e fra
Transcribed Image Text:A Select v Font Paragraph Total Styles Editing Are your results consistent with the definition of inelastic collision? 2st Scenario: Set the collision to be completely inelastic. In this case the blocks will stick to each other after collision. We are taking the direction to the right to be the positive direction. Set the blue block at rest. Set the red block to move towards the blue block. Before Collision: Mass velocity Momentum Kinetic Energy Small Blue Block Small Red Block Total XXXXXXXXXXXXXXX After Collision: Mass Velocity Momentum Kinetic Energy Small Blue Block Small Red Block Total Does the calculated speed for the blocks seems to be right on your simulation? Are your results consistent with the definition of inelastic collision? e fra
Conservation of Momentum Data Sheet
Overview:
To investigate the conservation of momentum, we will examine different types of collisions. In this lab we will distinguish between elastic and inelastic
collisions. Collisions where total momentum is conserved, and kinetic energy may not be conserved are called inelastic collisions. The kinetic energy
changes into damage. Collisions where both total momentum and kinetic energy are conserved are called elastic collisions. We will assume that during all
the collisions in this lab, friction between the blocks and the surface they are sliding on is negligible. In real life, air track is used to ensure this hypothesis
(the next time you play air hockey, think about this!).
Simulation:
We will be using this website to study the following collisions.
For each scenario:
Assuming total momentum is conserved, calculate the final speed of the blocks, and fill in the tables corresponding to "After collisions".
Verify if the calculated speed for the blocks seems to be right on your simulation.
Inelastic Collisions:
Fill in the following tables. The website provides the numerical values. Use them to check your calculations and provide a detailed example of the
calculation for full credit. Specify your choice of the mass and the velocity, We are taking the direction to the right to be the positive direction.
1t Scenario:
Set the collision to be completely inelastic. In this case the blocks will stick to each other after collision.
The two blocks are moving towards each other with the same speed, They have the same mass.
Before Collision:
Mass
velocity
Momentum
Kinetic Energy
Small Blue Block
Small Red Block
Total
XXXXXXXXXXXXXXX
After Collision: Fill in the following table. Was momentum partially or totally transferred?
velocity
Momentum
Kinetic Energy
Small Blue Block
Small Red Block
fre
Total
533 words
Transcribed Image Text:Conservation of Momentum Data Sheet Overview: To investigate the conservation of momentum, we will examine different types of collisions. In this lab we will distinguish between elastic and inelastic collisions. Collisions where total momentum is conserved, and kinetic energy may not be conserved are called inelastic collisions. The kinetic energy changes into damage. Collisions where both total momentum and kinetic energy are conserved are called elastic collisions. We will assume that during all the collisions in this lab, friction between the blocks and the surface they are sliding on is negligible. In real life, air track is used to ensure this hypothesis (the next time you play air hockey, think about this!). Simulation: We will be using this website to study the following collisions. For each scenario: Assuming total momentum is conserved, calculate the final speed of the blocks, and fill in the tables corresponding to "After collisions". Verify if the calculated speed for the blocks seems to be right on your simulation. Inelastic Collisions: Fill in the following tables. The website provides the numerical values. Use them to check your calculations and provide a detailed example of the calculation for full credit. Specify your choice of the mass and the velocity, We are taking the direction to the right to be the positive direction. 1t Scenario: Set the collision to be completely inelastic. In this case the blocks will stick to each other after collision. The two blocks are moving towards each other with the same speed, They have the same mass. Before Collision: Mass velocity Momentum Kinetic Energy Small Blue Block Small Red Block Total XXXXXXXXXXXXXXX After Collision: Fill in the following table. Was momentum partially or totally transferred? velocity Momentum Kinetic Energy Small Blue Block Small Red Block fre Total 533 words
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