Check for me this solution in General Physic

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    General Physic
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The discussion centers on the application of conservation of linear momentum, specifically in scenarios where the net force is zero. It highlights that gravity, represented by the force mg, is still present but may not be relevant immediately after an explosion. Participants clarify that momentum conservation can be applied in such cases, focusing on the center of mass rather than the gravitational force. There is also a mention of a potential lack of clarity in the original problem statement, which may have led to confusion. Overall, the conversation emphasizes understanding the conditions under which momentum conservation applies.
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I reckon that we only apply conservation of linear momentum for object which has total net force acting on equal zero but in this case , the gravity force still exist , total net force is mg
Thank in advance
 
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vuvan said:
I reckon that we only apply conservation of linear momentum for object which has total net force acting on equal zero but in this case , the gravity force still exist , total net force is mg
Thank in advance

Is there a missing illustration? Because you haven't presented a problem.
 
I was not upset; I was only pointing out why you were not getting replies.

vuvan said:
I reckon that we only apply conservation of linear momentum for object which has total net force acting on equal zero but in this case , the gravity force still exist , total net force is mg
Thank in advance

I think I understand your concern. The question seems to me to be written to avoid the force of gravity by stating "right after the explosion." The focus is on momentum. Gravity only enters into what you posted in the Exercise, even then it's a path that's straight up and down and only asks about "the center of mass."
 
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