Question
Speed of a car is (v + 5) km/h, which is 7 km/h less than that of bike. Time taken by car to cover 72 km is 25% less than the time taken by bike to cover 120 km. Length of a train is (5v + 11) metres. If speed of train is (v - 2) m/s, then find the time taken (in seconds) by train to cross a man standing on a platform of length 360 metres.
More Trains Questions
- 720 metres long train crosses a man who is moving in the same direction with a certain speed, in 30 seconds. If the same train can cross a tree in 20 secon...
- A train of length (L + 90) meters crosses a man running in the same direction in 30 seconds. The same train crosses a bridge of length (L - 210) meters in ...
- The speed of train A is 120 km/h and it takes 15 seconds to cross a pole. Find the approximately time taken by train A to cross train B that is running wit...
- A 640-metre long train takes 16 seconds to cross a pole. If it takes 40 seconds to cross a bridge, then find the length of the bridge. (in km)
- 800 metres long train crosses a man who is moving in the same direction with a certain speed, in 40 seconds. If the same train can cross a tree in 20 secon...
- 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.
- Train 'P' has 18 coaches and an engine. Length of each coach and engine of train 'P' is 30 metres and 60 metres respectively. Another train 'Q' has 12 coac...
- Two runners start from points R and S which are 198 km apart. Runner A starts from R at 5 a.m. at 36 km/h. Runner B starts from S at 6 a.m. towards R at 54...
- There are two trains A and B. A start from point X at 6 AM towards point Y. Another train B starts at 7 AM from point X. If they meet at 12 PM and speed of...
- Gatiman express train crosses a platform in 45 seconds while it can cross a pole in 20 seconds. If the speed of the Gatiman express is 40 m/s, then find th...
Relevant for Exams:
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
