If the masses of the two objects are equal, then their post-explosion velocity will be equal in magnitude (assuming the system is initially at rest). If the masses of the two objects are unequal, then they will be set in motion by the explosion with different speeds. Yet even if the masses of the two objects are different, the momentum change of the two objects (mass • velocity change) will be equal in magnitude.
What I am confused about is...in an "explosion" of two carts, if the masses are unequal, is momentum still conserved? How so?
2007-02-06
09:29:26
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5 answers
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asked by
Jane A
3