A train of length 180 m approaxhes a tunnel of length 620 m. How long will it take the train to pass completely through the tunnel at a speed of 54 km/h
Answers
Answered by
37
Hi friend here's the solution for your problem
Length of the train = 180m
Length of the tunnel = 620m
After coming out of the tunnel it has to travel it's own length to pass through the tunnel completely.
So distance = 800m (180+620)
Speed = 54km / hr
= 54000m / 60sec
= 900m/sec
Time = distance / speed
= 800m / 900m/s
= (8/9) sec
= 0.889sec (appropriately)
So the train of length 180 metres takes 0.889 seconds to pass through a tunnel of length 680 metres completely.
I hope this will help you........
Length of the train = 180m
Length of the tunnel = 620m
After coming out of the tunnel it has to travel it's own length to pass through the tunnel completely.
So distance = 800m (180+620)
Speed = 54km / hr
= 54000m / 60sec
= 900m/sec
Time = distance / speed
= 800m / 900m/s
= (8/9) sec
= 0.889sec (appropriately)
So the train of length 180 metres takes 0.889 seconds to pass through a tunnel of length 680 metres completely.
I hope this will help you........
Answered by
28
Step-by-step explanation:
Given,
length of the train= 180 m
length of the tunnel= 620 m
After coming out of the tunnel it has to travel its own length to pass through the tunnel completely.
So, distance = (180+620) m
= 800 m
Given, speed= 54 km/h
we have to convert this to m/s
= 54×1000 ÷ 60×60
= 15 m/s
time= distance÷ speed
= 800÷15
= 53.33 s (Ans)
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