RotorDude
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GliderDude
To be pedantic, Newton's third law refers to force, not momentum. In a collision of two objects, there will be an equal and opposite force applied to each object. If they have different masses, then the resulting acceleration of each object will be different. Remember that force involves mass and acceleration whereas momentum involve mass and velocity. Conservation of momentum can be derived from Newton's third law, but "equal and opposite" is not talking about momentum.
True, but I didn't mention Newton's third law, and was referring specifically to the ballistics case where the bullet and gun (i.e. two rigid bodies) are pushed apart by an exploding charge. In this case, since the total momentum (a vector quantity) must remain zero, the two bodies will have "equal and opposite" momentum.