Solving Collision Problem: Velocity and Force

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Homework Help Overview

The discussion revolves around a collision problem involving two blocks with different masses and velocities. The original poster presents a scenario where a 12 kg block collides with a 20 kg block, and they seek to determine the post-collision velocity of the second block and the average force experienced by the first block during the collision.

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  • Mixed

Approaches and Questions Raised

  • The original poster attempts to apply conservation of momentum to find the post-collision velocity of the second block and expresses uncertainty regarding how to calculate the average force experienced by the first block. Some participants suggest considering the relationship between impulse and momentum.

Discussion Status

Participants are exploring different aspects of the problem, with some providing guidance on the relationship between impulse and average force. There is a focus on understanding how to calculate average force based on changes in momentum and time.

Contextual Notes

The original poster mentions a specific time duration for the collision, which may influence the calculation of average force. There is also an indication of a learning curve regarding the use of markup codes in the forum.

Jchem
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A 12 kg block (A) is sliding right with a speed of 2.2 m/s collides with a 20 kg block (B) which is traveling left at 3.0 m/s.

After the collision the 12 Kg block is moving left at a speed of 1.6 m/s

a) what is the velocity of the 20 kg block after the collision?

b) The collision lasts for 0.025s, what is the average force experienced by the 12kg block?



For a) i just used:

P = mv

Pa + Pb = Pa' + Pb'

plugged in the numbers and got Vb' = .72 m/s left.


I'm having trouble with part b) .. any ideas on how i could get started?

thanks
 
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For part B), you need to consider the relationship between impulse and momentum (in terms of forces).
 
ok, well i know that impulse is the change in momentum.

I could find the change in momentum by subtracting Pa' from Pa.

So now I have the impulse


How do I come up with the average force? or is the impulse itself the average force?
 
Force is the change in momentum per unit time.
Average force is the net change in momentum over the net change in time.
 
man i have to learn how to use these markup codes...

so I'm thinking that the average force can be found by using:

F = (m /\V)/(/\t)

Im using /\ for delta or "change in"
 
That looks good to me.
 

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