a train running at speed 60km/hr crosses a pole in 9 sec. What is the lenght of train
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Answered by
3
Think of this question a little differently.
The train is moving at a speed of 60 km/hr. Let's assume ourselves to be stationary in the train. Thus we will see the pole to be moving backwards at a speed of 60 km/hr.
Now the question, actually, is stating that the time taken by the pole to cover the distance equivalent to that of the length of the train is 9 sec.
Given speed = 60 km/hr.
60 km/hr = (60*1000 m) ÷ (1*3600 s)
=16.666 m/s
So the pole travels 16.66 m in 1 sec. Thus the distance travelled by the pole in 9 sec (i.e., the length of the train) = 16.666*9
=149.994 m (almost 150 m)
Hope it may help you!
The train is moving at a speed of 60 km/hr. Let's assume ourselves to be stationary in the train. Thus we will see the pole to be moving backwards at a speed of 60 km/hr.
Now the question, actually, is stating that the time taken by the pole to cover the distance equivalent to that of the length of the train is 9 sec.
Given speed = 60 km/hr.
60 km/hr = (60*1000 m) ÷ (1*3600 s)
=16.666 m/s
So the pole travels 16.66 m in 1 sec. Thus the distance travelled by the pole in 9 sec (i.e., the length of the train) = 16.666*9
=149.994 m (almost 150 m)
Hope it may help you!
Answered by
0
Given :
- A train running at speed 60km/hr crosses a pole in 9 sec.
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Find :
- What is the length of train?
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Calculations :
→ 1000/60
→ 16.6
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Applying formula :
★ Length of the train = Speed × Distance.
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Further calculations :
→ 16.6667 × 9
→ 150 m [Approximately]
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Therefore, 150.003 m is the length of the train.
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