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Train A running with the speed of 20 m/s crosses a platform in 30 seconds. Another train B whose length is 150 metre more than length of train A is running with the speed of 10 m/s crosses a pole in 40 seconds. Find the length of platform.
330 metre
380 metres
290 metres
350 metres
None of these
- To find the length of train A, we use the formula: Speed × Time = Distance.
- Train A crosses a platform in 30 seconds at 20 m/s. So, length of train A + length of platform = 20 m/s × 30 s = 600 meters.
- Train B is 150 meters longer than train A.
- Speed of train B is 10 m/s and it crosses a pole in 40 seconds.
- Therefore, the length of train B = 10 m/s × 40 s = 400 meters.
- Using the length of train B, we can say:
- Length of train A = 400 meters - 150 meters = 250 meters.
- Substitute back to find platform's length:
- Total distance (600 meters) = length of train A (250 meters) + length of platform.
- Length of platform = 600 meters - 250 meters = 350 meters.
- Correct answer: Option 4, 350 meters
By: Parvesh Mehta ProfileResourcesReport error
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