There are 20 intermediate stations on a track,a train has to stop at any 4 stations In how many ways the train can stop?
@agent0smith
I think it would be \[20\times19\times18\times17\] ways the train can stop
Nah.
20 C 4
Nah.
C(20,4) seems fine to me, unless I am misinterpreting the question .
I don't see how it's not 20C4. From 20 train stations, choose 4...
I don't see how its 20C4
w+x+y+z=20 w>1,x>1,y>1,z>1 n-1Cr-1 19C3 is the answer
w>1,x>1,y>1,z>1 Explain?
if i knew the explanation i wouldn't post it XD
^ Best response.
@DLS ... from 20 stations, the train must choose 4 to stop at. 20C4 means = from 20, choose 4.
There are 20 intermediate stations on a track,a train has to stop at any 4 stations In how many ways the train can stop? 17C3 means = from 17 stations, choose three to stop at.
19C3,it is
w+x+y+z=20 w>1,x>1,y>1,z>1 n-1Cr-1 19C3 is the answer this is pretty odd. wtf are w, x, y and z supposed to be? It's not stopping at a minimum of 4 stations, it's stopping at exactly 4.
What if no 2 stopping stations are consecutive
The question doesn't state that though. As is, the answer should be 20C4. It literally means, from 20 stations choose 4... exactly as the question states.
If they are not consecutive, then: http://openstudy.com/study#/updates/4f1f43cae4b076dbc3482936
Its should be 20c4 @agent0smith . But sometimes these questions are a bit tricky and i'm still open for the answer not being 20c4.
Maybe it's the definition of an intermediate station: http://dictionary.reverso.net/english-cobuild/intermediate%20station
So is w>1,x>1,y>1,z>1 making sense? This must mean that no two stations are consecutive?
Nope it isnt making sense.
Maybe intermediate means it can't stop at two consecutive stations, and w, x, y, z are the number of stations it skips from one to the next. eg: |dw:1364545331456:dw|
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