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A train 480 m long travelling at 90 kmph crosses another train travelling at 144 kmph in opposite direction in 9 seconds. If the second train crosses a platform in 8 seconds then find the length of the platform.
315 m
275 m
215 m
300 m
None of these
- A 480 m long train travels at 90 kmph.
- It crosses another train moving at 144 kmph in 9 seconds.
- To find the length of the second train, convert speeds into meters per second:
- 90 kmph = 25 m/s
- 144 kmph = 40 m/s
- Relative speed = 25 + 40 = 65 m/s.
- Total distance covered in the crossing = 65 m/s * 9 s = 585 m.
- Length of the second train = 585 m - 480 m = 105 m.
- Second train crosses a platform in 8 seconds at 40 m/s.
- Distance covered in 8 seconds = 40 m/s * 8 = 320 m.
- Length of the platform = 320 m - 105 m = 215 m.
- The correct option is Option 3, 215 m .
.
By: Parvesh Mehta ProfileResourcesReport error
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