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HAF said:Can you please give me one more hint please?
Does this equation help?
HAF said:s= vo.t + 1/2at^2
HAF said:Can you please give me one more hint please?
HAF said:s= vo.t + 1/2at^2
PeroK said:Does this equation help?
HAF said:What I did this time is this.
vn = vn-1 .atn
which means a=(vn -vn-1) / tn
and that's what I put in equation s=vn-1.tn + 1/2.a.tn2
what I got is this tn = 2s/(vn + vn-1)
Can this somehow help me? I'm really sorry for my stupidness but I can't figure it still out.
And what is your advise?PeroK said:It's not a good idea to consider intermediate speeds. That is where the complications arise. ##v_0 = 0## for the motion of the train.
HAF said:And what is your advise?
Nope. I can't figure anything out. I will make a break for a while and then I will try it again because now I can't do it.PeroK said:##s = \frac12 at^2##
Plug it where? In s=1/2a.t^2?mfb said:Plug in L for the first wagon.
Plug in nL for the first n wagons and solve for the new time. You should get ##t \sqrt n##. From there you can take the difference between adjacent wagons.
Thank You guys! I finally got it!mfb said:Plug in L for the first wagon.
Plug in nL for the first n wagons and solve for the new time. You should get ##t \sqrt n##. From there you can take the difference between adjacent wagons.
Answer:HAF said:So guys I talked to my teacher and he clarified few important things.
1. At the beginning I'm standing in front of the first wagon.