A train crosses a platform in 25 sec. If the train, running at 72 km/hr, is 150m long. find the length of the platform.
Answers
Answered by
15
72×5/18=20m/s
s=d/t
20=(150+x)/25
150+x=20×25
x=500-150
x=350m
s=d/t
20=(150+x)/25
150+x=20×25
x=500-150
x=350m
Answered by
2
We can solve using this equation:
(length of platform+ length of train) = speed of train * time to cross platform
So:
x + 150 = 72km/h * 13s
Convert 72km/h to m/s => 72000m/3600s => 20m/s (speed of train)
Now, solve:
x + 150m = 20m/s *13s => x + 150m = 260m => x = 260m - 150m => x = 110m (length of platform)
(length of platform+ length of train) = speed of train * time to cross platform
So:
x + 150 = 72km/h * 13s
Convert 72km/h to m/s => 72000m/3600s => 20m/s (speed of train)
Now, solve:
x + 150m = 20m/s *13s => x + 150m = 260m => x = 260m - 150m => x = 110m (length of platform)
Similar questions
Accountancy,
7 months ago
English,
7 months ago
Biology,
1 year ago
Math,
1 year ago
Social Sciences,
1 year ago
Math,
1 year ago