Henry gets into an elevator on the 50th floor

  • Thread starter p14r
  • Start date
  • Tags Tags
    Elevator
1 reply · 3K views · last reply
p14r
Messages
4
Reaction score
0
Henry gets into an elevator on the 50th floor of a building and it begins moving at t=0.00 s. His apparent weight is shown over the next 36.0s


What is Henry's mass if his maximum apparent weight within the elevator is 900.0N?

so shouldn't it just be:
w = mg
m = w/g
= 900/9.8
= 91.84 kg

but I keep getting the answer wrong.
 
Attachments
  • Step graph of apparent weight w_app in newtons against time t in seconds, from 0 to t_total. The curve starts at a low level, steps up, holds a plateau, rises to the labelled max w_app peak, then drops back down near the end.
    graph.jpg
    8.1 KB · Views: 483
Can you identify on your graph where the maximum apparent weight occurs? How about his minimum apparent weight?

Graph of apparent weight w_app (N) against time t (s): a red step plot that starts low, rises, stays level, jumps to the maximum w_app, then drops back to the middle level before t_total.


What do you suppose is happening with the motion of the elevator to cause these readings? Where would you expect to see his normal apparent weight?
 
Attachments
  • Graph of apparent weight w_app in newtons against time t in seconds: a red step plot starting at a lower level, rising to a middle plateau, then jumping to a higher peak labelled max w_app before dropping back to the middle level at t_total.
    Fig1.gif
    7.9 KB · Views: 739