Question
A pedestrian walking at 6 km/h is overtaken by a train running at three times the speed of the pedestrian. If it takes 9 seconds to cross him, find the train’s length.
More Trains Questions
- A train crosses a 400-metre-long platform in 25 seconds, and the same train crosses a tunnel 25% longer than the platform in 30 seconds. Find the speed of ...
- A train crosses a pole in 10 seconds and crosses a platform 190 m long in 20 seconds. What is the length of the train?
- The length of train ‘P’ is 240 metres and it crosses a platform of ‘y’ metres in 8 seconds with speed of 50 m/sec. The length of train ‘P’ is 20% more than...
- Train ‘X’ is 360 metres long and takes 18 seconds to cross a pole. Speed of train ‘Y’ is 22 m/sec. If both trains cross each other in 16 seconds while trav...
- The time taken by train A , whose length is 'd' meters to cross a bridge of 300 meters is equal to the time taken by train B of length 'd + 200' meters to ...
- The "Sunrise" train departs from City A at a specific time. Four hours later, the "Twilight" train leaves the same station and travels in the same directio...
- Train 'A' having a speed of 10 m/s can cross a man in 12 seconds. The length of train 'B' is 210 metres more than the length of 'A'. If the speed of 'B' is...
- A truck moving at 30 km/h is overtaken by a train in 20 seconds. If the train is travelling at twice the speed of the truck, calculate its length.
- Length of a train, whose speed is 108 km/h, is 540 metres. Find the time taken (in seconds) by train to cross a bridge of length 360 metres.
- A 150-meter-long train requires 'p' seconds to pass a tree. When the train runs at 75% of its original speed, it takes 20 seconds to pass a 90-meter-long t...
Hey! Ask a query
Please enter email id
The email must be a valid email address.
Please enter Mobile Number
Please enter valid Mobile Number
Please enter your Doubt
Think You're Ready for RBI Grade B?
RBI Grade B 2026 Phase 1 Memory Based Paper
- 200 Questions with Detailed Solutions
- Section-wise Coverage (GA, English, Quant & Reasoning)