Collisions (Linear Momentum Conservation) (practice 7-9 Q9)

AI Thread Summary
In a head-on collision between two equal mass objects traveling at equal speeds, the conservation of linear momentum indicates that their velocities after the collision will be affected by the collision type. The discussion highlights that the objects will not have zero velocities post-collision, as they initially possess momentum. The participants explore the implications of momentum conservation and the potential for energy loss, suggesting that while some energy may convert to heat, the total momentum remains constant. The conclusion drawn is that the velocities may not necessarily be zero after the collision, reinforcing the principle of momentum conservation. Understanding these concepts is crucial for solving similar physics problems effectively.
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Homework Statement


Two objects of equal mass traveling toward each other with equal speeds undergo a head on collision. Which one of the following statements concerning their velocities after the collision is necessarily true?

(a) They will exchange velocities. (d) Their velocities will be zero.

(b) Their velocities will be reduced. (e) Their velocities may be zero.

(c) Their velocities will be unchanged.

Homework Equations


Law of linear momentum conservation

The Attempt at a Solution


*This is a one system, no external forces
*Linear momentum conservation applies

(a) I don't know, can you help me on this one?
(b) Yes
(c) mmmm I don't know
(d) No
(e) No, the velocities were not zero at the beginning so they won't be zero after the collision either. Mass and velocity will be conserved
 
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i know the answer is e but I don't know why
 
You mention momentum conservation but don't use it. Another law you can use is that work cannot increase - some may be lost to heat etc., or it may stay the same in a perfectly elastic collision, but it won't increase.
Make up some unknowns for masses and speeds and let's see some equations based on those laws.
 
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