Recent content by OscarF

  1. OscarF

    Calculate speed from elastic and inelastic collisions? (momentum)

    They didn't make the worksheet - It's an AQA physics gcse practice question. My teacher's a nice person though - would be fine if I wanted to contest the question!
  2. OscarF

    Calculate speed from elastic and inelastic collisions? (momentum)

    Hmm... The output results as 0.8 m/s if I do that... Due to the nature of the question, it just feels unlikely that it's a mistake - but you never know - so I have a few options. Either, I just keep it as it is - the answer fine, done and dusted or I add the answer but also add a little note to...
  3. OscarF

    Calculate speed from elastic and inelastic collisions? (momentum)

    I do have an equation for the first cart - let me just check what that gives as a result in this instance
  4. OscarF

    Calculate speed from elastic and inelastic collisions? (momentum)

    Hmm... I personally wouldn't expect such a twist in a homework like this... Do you think the solution would be to write something like this event isn't possible because...
  5. OscarF

    Calculate speed from elastic and inelastic collisions? (momentum)

    I just realized... obviously the momentum will not be the same... because for trolley B pre-collision the momentum would be 0 and afterwards it will be whatever 120*4.8 is...
  6. OscarF

    Calculate speed from elastic and inelastic collisions? (momentum)

    Well, from a bit more digging around I came up with these two calculations: (For the elastic scenario) V2f=(2m1/(m1+m2))*v1i (For the inelastic scenario) V2f=(m1v1)/(m1+m2) Which led me to the answers: i) 4.8 m/s ii) 2.4 m/s
  7. OscarF

    Calculate speed from elastic and inelastic collisions? (momentum)

    So to cut to the chase, I missed my class' lesson on momentum - have tried to catch up, quite successfully but am baffled about this question. I know the conservation of momentum etc. but after trying for ages it's just not happening this question so any help would be much appreciated, Oscar.
  8. OscarF

    Terminal velocity of a falling object with air resistance

    great, makes sense! And finally, part d, is it basically just the same graph but with the drag values doubled?
  9. OscarF

    Terminal velocity of a falling object with air resistance

    oh ok, makes sense. Just quickly for question c, would the terminal velocities be 400N and 1000N
  10. OscarF

    Terminal velocity of a falling object with air resistance

    but why is her weight 600N, if we had done this at a different point we would just be concluding that her weight is 800N for example.
  11. OscarF

    Terminal velocity of a falling object with air resistance

    so then if the weight were 600N, that point would be terminal velocity. I still don't understand why 600N MUST be the parachutist's weight though.
  12. OscarF

    Terminal velocity of a falling object with air resistance

    When the parachutist is traveling at 5/ms
  13. OscarF

    Terminal velocity of a falling object with air resistance

    yes... I still don't understand though how the weight is found out from that being that we are only given speed. Although, I guess that's the next step - I'm just stumped.