Aptitude - Problems on Trains - Discussion
Discussion Forum : Problems on Trains - General Questions (Q.No. 12)
12.
A goods train runs at the speed of 72 kmph and crosses a 250 m long platform in 26 seconds. What is the length of the goods train?
Answer: Option
Explanation:
Speed = | ![]() |
72 x | 5 | ![]() |
= 20 m/sec. |
18 |
Time = 26 sec.
Let the length of the train be x metres.
Then, | x + 250 | = 20 |
26 |
x + 250 = 520
x = 270.
Discussion:
39 comments Page 2 of 4.
Sarang said:
7 years ago
Distance =speed *time.
D=72km/h*26,
D=72*5/18*26,
D=4*5*26,
D=20*26,
D=520-250=270m.
D=72km/h*26,
D=72*5/18*26,
D=4*5*26,
D=20*26,
D=520-250=270m.
(4)
Jyoti said:
8 years ago
Thank you so much for all your explanations.
Gaurav tanwar said:
8 years ago
Why x+250 is taken? Explain.
Piyush said:
8 years ago
The formula used is : time taken by the train = (length of train + length of platform)/ speed of the train.
Where the length of the train is taken as X.
Where the length of the train is taken as X.
Sanket Gawai said:
8 years ago
I'll explain you @Sakshi that why we are adding with the distance travelled.
Suppose the train passes through a pole or a stationary man we consider only length of the train as a distance travelled because length of man or pole is negligible but when we come across the platform well have to consider the length of platform also as a distance travelled because the train passes the platform in the given time so lengthy of platform is also added with the length of train.
Suppose the train passes through a pole or a stationary man we consider only length of the train as a distance travelled because length of man or pole is negligible but when we come across the platform well have to consider the length of platform also as a distance travelled because the train passes the platform in the given time so lengthy of platform is also added with the length of train.
Sakshi said:
8 years ago
I still didn't understand why we are adding the length of the train with the distance travelled?
Please anyone explain it.
Please anyone explain it.
Mudassir pasha said:
1 decade ago
Shortcut:
Speed of the train is 20 m/sec.
Therefore for 1 sec--20 m.
For 26 sec -- ?
20*26=520/1.
It means for 26 sec train crosses 520m. It includes length of train also, therefore we need minus the length of the train to get the length of the platform.
i.e., 520-250 = 270.
Speed of the train is 20 m/sec.
Therefore for 1 sec--20 m.
For 26 sec -- ?
20*26=520/1.
It means for 26 sec train crosses 520m. It includes length of train also, therefore we need minus the length of the train to get the length of the platform.
i.e., 520-250 = 270.
Judge said:
1 decade ago
What is SP and TI?
Jeevan said:
1 decade ago
= 72*5/18.
= 36*5/9.
= 4*5.
= 20.
d = Sp*ti.
20*26.
= 520-250.
= 270.
= 36*5/9.
= 4*5.
= 20.
d = Sp*ti.
20*26.
= 520-250.
= 270.
Suman said:
1 decade ago
Train speed m/s = 72x5/18 = 20 sec/m.
Length of train = speed x time.
= 26*20 = 520m - 250(length of the platform).
So train length = 270m.
Is it right or wrong?
Length of train = speed x time.
= 26*20 = 520m - 250(length of the platform).
So train length = 270m.
Is it right or wrong?
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