Recent content by Stahs

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    Momentum and Conservation of Momentum Problem

    Well I've handed it in now and I'd like to thank you OlderDan for all your help. It was greatly appreciated.
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    Momentum and Conservation of Momentum Problem

    Wow, this is starting to make sense now. So going by your equation: -(100kg)v1' = (20kg)(v1' - 10m/s) then v1' = 1.667 m/s Which is the speed of Jean relative to the ice after he throws the box. And v2' would be: 0 = m1v1' + m2v2' 0 = (100)(1.667) + (20)v2' v2' = -8.335 m/s Which...
  3. S

    Momentum and Conservation of Momentum Problem

    But i still have no idea how to get his velocity relative to the ice. I've tried to use: Pt = Pt' 0 = Pt' 0 = m1v1' + m2v2' -m1v1' = m2v2' -(100)v1' = (20)(8) v1' = -1.6 m/s But it still doesn't get me the right answer. I guess I'm just not...
  4. S

    Momentum and Conservation of Momentum Problem

    Ok so... Jean's velocity relative to the box is still 2 m/s right? Which means that his velocity relative to the ice is less than 2 m/s and that the box's velocity relative to the ice is 8 m/s?
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    Momentum and Conservation of Momentum Problem

    Hmm, I don't really know how to do it then. I can't think of any way of getting Jean's speed. Can I maybe get a hint?
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    Momentum and Conservation of Momentum Problem

    Ohhh I see, so wouldn't that make the carton's velocity 8m/s since Jean moves at 2m/s? That still doesn't give the right answer.
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    Momentum and Conservation of Momentum Problem

    First of all I would like to explain that this is the last question I need to answer to complete an assignment that consisted of 20 University of Waterloo SIN Contest questions. This question is from the 1999 SIN contest. I would ask my Physics teacher for help but it is now the weekend and the...
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