Aptitude - Problems on Trains - Discussion
Discussion Forum : Problems on Trains - General Questions (Q.No. 5)
5.
A train passes a station platform in 36 seconds and a man standing on the platform in 20 seconds. If the speed of the train is 54 km/hr, what is the length of the platform?
Answer: Option
Explanation:
Speed = | ![]() |
54 x | 5 | ![]() |
18 |
Length of the train = (15 x 20)m = 300 m.
Let the length of the platform be x metres.
Then, | x + 300 | = 15 |
36 |
x + 300 = 540
x = 240 m.
Discussion:
276 comments Page 9 of 28.
Sangram said:
1 decade ago
In simple process,
Bs-------------------m------------Be
A--------20S---------B------16S---C
l---------------36s---------------l
If man was reference point then T.P=36-20=16s.
We know length=speed*time.
Then lenth of train=(54*5/18)*16=15m/s.*16s.=240m.
Answer=240m.
Bs-------------------m------------Be
A--------20S---------B------16S---C
l---------------36s---------------l
If man was reference point then T.P=36-20=16s.
We know length=speed*time.
Then lenth of train=(54*5/18)*16=15m/s.*16s.=240m.
Answer=240m.
Shantanu said:
1 decade ago
Why x and 300m are added?
Praveen R said:
1 decade ago
Time taken for reach the platform=36sec.
Time taken for reach a man= 16sec.
Speed (S) = (54*5) /18=15.
Distance between=36-20=16.
Then the distance=16*15.
=240.
Time taken for reach a man= 16sec.
Speed (S) = (54*5) /18=15.
Distance between=36-20=16.
Then the distance=16*15.
=240.
Shoeb said:
1 decade ago
Distance=Time*Speed.
* 54 x 5/18 = 15
* 15 x 20(given) = 300
* x+300/36=15
=240m
OR
* Distance = speed*time
* Distance = (54*5/18)*(36-20)
= 15*16
= 240
Speed , Time is given to us. We have to only apply the formula in proper way.
* 54 x 5/18 = 15
* 15 x 20(given) = 300
* x+300/36=15
=240m
OR
* Distance = speed*time
* Distance = (54*5/18)*(36-20)
= 15*16
= 240
Speed , Time is given to us. We have to only apply the formula in proper way.
Suresh said:
1 decade ago
First we are calculate the length of train compared with a man standing on the platform.
= (15*20) m.
=300m.
Second we are calculate the length of train compared with they passes a station platform.
= (15*36) m.
=540m.
We wanted to the length of platform X.
So, the length of platform X and the length of train compared with a man standing on the platform equal to the length of the train compared with they passes a station platform.
X+300m=540m.
X= (540-300) m.
=240m.
We were got the length of platform 240m.
= (15*20) m.
=300m.
Second we are calculate the length of train compared with they passes a station platform.
= (15*36) m.
=540m.
We wanted to the length of platform X.
So, the length of platform X and the length of train compared with a man standing on the platform equal to the length of the train compared with they passes a station platform.
X+300m=540m.
X= (540-300) m.
=240m.
We were got the length of platform 240m.
Srikanth said:
1 decade ago
Speed=54*(5/18)=15m/s.
Now time = 36-20=16.
Now distance(i.e length)=speed*time
=15*16
=240m/s.
Now time = 36-20=16.
Now distance(i.e length)=speed*time
=15*16
=240m/s.
Amol said:
1 decade ago
Friends I think time req. To cross man (20) is less than time req. To cross station (36). So length of station is more than length of train.
So,
Total length of station = 20sec*15m/sec + 16sec*15m/sec.
= lth of train + remaining lth of platform.
For 16 sec,
= 300+240.
= 540m.
So,
Total length of station = 20sec*15m/sec + 16sec*15m/sec.
= lth of train + remaining lth of platform.
For 16 sec,
= 300+240.
= 540m.
Reshmi said:
1 decade ago
I have the same doubt & Its not clear from all these explanations. Why you took 15*20 as the distance value?
Jinita said:
1 decade ago
Why took 15*20? and the method (36-20) i.e. taking difference can be applicable?
Swayoni said:
1 decade ago
Why can't we take 15*36 to find the length of the train?
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