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amitp91 (318)

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A man of mass m stands on a long flat car of mass M, moving with velocity V . IF he now begins to run with a velocity u with respect to the car , in the same direction as V , the velocity of the car will be
a)V  - mu/M
b)V  - mu/(m+M)
c)V  + mu/(m+M)
d)none

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karthik2007 (3733)

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is it d)?

Will nip in at times to solve problems :)
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anchitsaini (4377)

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b)

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amitp91 (318)

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i dont know the answer but it is not d

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anchitsaini (4377)

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initial momentum = (m+M)V

final momentum = m(u+v1) + Mv1 where v1 is the new velocity of M
hence
(m+M)V=mu + mv1 + Mv1=mu+(m+M)v1
thus
v1=V-mu/(m+M)


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karthik2007 (3733)

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hmm... thats what i did but i am getting d)!!!

edit : made error in simplification... ans is b) only. Anchit is right

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konichiwa2x (2373)

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There is no external force acting on the system hence the net linear momentum will be conserved.
 
   ----(1)

Let  be the velocity of the car.  
The velocity of the man with respect to the car
then velocity of man with respect to ground .

----(2)

equate (1) and (2) to get,
 
 
 
Option (b) is correct.

Guide to latex:
http://www.goiit.com/posts/list/community-shelf-a-guide-to-latex-48056.htm

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anchitsaini (4377)

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see ,
let new velocity of car be v1
hence
relative velocity = u = v2-v1 (as its in same direction)
where v2 is velocity of man
hence v2=u+v1

now we can conserve momentum

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