A 20 m long Volvo has run at 32 km/hr. Find the time taken by the bus (in seconds) to cross a man coming towards it at a speed of 4 km/hr.

Two trains P and Q of length 345 m and 635 m moving in the same direction with a speed of 33 km/hr and 82 km/hr respectively. In what time they cross each other?

A train of length 342 m is running at 54 km/hr. In how much time (in seconds) will it cross a bridge of length 438 m?

A metro train running at a speed of 80 km/hr crosses a man who is walking at a speed of 5/9 m/sec in the same direction in 3.6 seconds. Find the length of the train.

A train crosses 360 m platform in 20 seconds and the train crosses a truck running in opposite directions in 7.5 seconds. If the speed of the truck is 1/15^th of the speed of the train, then find the time taken by the train to cross a pole. (consider the length of the truck is neglible)

Train A and train B of different lengths can cross a point in 20 seconds and 8 seconds respectively. If the ratio of speeds of trains A and B is 1 : 2, then what is the time taken to cross each other? (in seconds)

A train covers 197.5 km in 2 hours and 30 minutes. A girl is running towards the train with a speed of 3 km per hour. when the train meets with the girl, her speed reduces by 1 km/hr due to wind pressure. Find the time taken by train to cross the girl if the train is 405 meters long.

Train A can crosses a platform of length 810 m in 55 seconds and it can cross a pole in 25 seconds. At what time will it cross a train of length 750 m running the opposite direction at a speed of 111.11% of the its speed?

Two trains 277 meters and 123 meters in length are running towards each other on different track lines at the rate of 84 km/h and 96 km/h respectively. At what time they will be cross from each other from the moment they meet?

A train 650m long and the other train 250m long are approaching each other at a speed of 36 km/hr and 54 km/hr, respectively. At what time will they cross each other?

A train running at 25 m/s crosses a pole in 20 seconds. How much time it would take to cross another train of length 400 m at 18 km/h that is running in the opposite direction?

A train crossed a man in 7 seconds who is running on the platform with a speed of 5 km/hour in the opposite direction of the train. If the speed of the train is 31 km/hour, then find the length of the train.

The length of train A is 10 m less than the length of train B and the ratio of the speed of train A to B is 9:10. If the time taken by train A to cross 180 m platform is equal to the time taken by train B to cross 210 m platform, then find the length of train A.

A train passes a 100-meter-long platform in 20 seconds and a man in 12 seconds. Find the speed (in kmph) of the train.

What is the length of the train (in meters) which can cross a 440 m long platform in 50 seconds? The speed of the train is found to be 72 km/hr.

One train A of length 274 m travels at a speed of 86.4 km/hr crosses another train B of length 275 m traveling at a speed of 133.2 km/hr in an opposite direction. Find the time taken by trains to cross each other.

The relative speed of a train crossing a platform to the man walking along with it in the same direction is 15 m/s. If the train and the man take 10 seconds and 32 seconds, respectively to cross the platform, then what is the length of the platform, if the length of the train is equal to the length of the platform?

Two stations A & B are 1250 km apart. A train starts from station A and another train starts from station B moving towards each other. If the sum of their speed is three-fifth of the total distance then, how much time will they take to cross each other?

There are two trains A and B having a speed of 161 km/hour and 145 km/hour respectively. They are opposite in direction, if the length of train A is 200m and the length of train B is 100m then, find how much time will they take to cross each other.

The length of car is 240 m and that of truck is 160 m. These two vehicles are crossing each other in opposite directions with speeds of 40 km/h and 50 km/h. The time taken by them to cross each other is :

A train moving with a speed of 30 m/sec overtakes a man moving at a speed of 10 m/sec in the same direction in 6 seconds. Find the length of the train.

A 200 meters long train passes a 400 meters long platform in 8 seconds. If a girl is walking at a speed of 2 m/sec along the track and the train is 3 km and 850 meters away from her, how much time will it take to reach the girl?

Lakhan is sitting in the train when he saw the 'MaalGadi Express' coming from the opposite direction, which takes 10 seconds to pass him. The train in which Lakhan is sitting travels at the speed of 50 Km/h. The length of the 'MaalGadi Express' is 200 m. Find the speed of 'MaalGadi Express'.

Magadh Express takes 18 seconds to pass completely through a station 192 m long and 15 seconds through another station 124 m long. Find the length of the Magadh Express.

A train overtakes two persons, cycling at a speed of 9 km/h and 18 km/h in 40 seconds and 48 seconds respectively. Find the length of the train.

A train of length 225 metres crosses a man travelling in the opposite direction in 15 seconds. Find the speed of the train if the speed of man is 1 m/sec.

Train A can crosses a platform of length 810 m in 55 seconds and it can cross a pole in 25 seconds. At what time will it cross a train of length 750 m running the opposite direction at a speed of 111.11% of the its speed?

How many seconds will a 750 meter long train take to cross a man walking with a speed of 8 km/hr in the direction of the moving train if the speed of the train is 98 km/hr?

The length of train A is 10 m less than the length of train B and the ratio of the speed of train A to B is 9 : 10. If the time taken by train A to cross 180 m platform is equal to the time taken by train B to cross 210 m platform, then find the length of train A.

Two trains are moving in opposite directions at speed of 77 km/hr and 85 km/hr respectively. They crossed the distance equal to sum of the length of themselves in 8 sec. If the slower moving train length is 163 meters then find the length of the faster moving train.

A train covers 197.5 km in 2 hours and 30 minutes. A girl is running towards the train with a speed of 3 km per hour. when the train meets with the girl, her speed reduces by 1 km/hr due to wind pressure. Find the time taken by train to cross the girl if the train is 405 meters long.

 A train 550 metres long passes a pole in 15 seconds. What will be the speed of the train?

A train crosses 360 m platform in 20 seconds and the train crosses a truck running in opposite directions in 7.5 seconds. If the speed of the truck is 1/15^th of the speed of the train, then find the time taken by the train to cross a pole. (consider the length of the truck is neglible)

A metro train travelling at 50 km/h crosses another metro train travelling in the same direction at 35 km/h in 30 seconds. What is the combined length of both metro trains?

Two trains A and B of length 150 m and 200 m respectively move towards each other and cross themself in 3.5 seconds. Find the relative speed of the trains.

A passenger train of length 150 meters takes 3 seconds to cross a man standing on the platform and 9 seconds to cross a platform. Find the length of the platform.

A train 0.25 km long passes a platform in 50 seconds. Find the length of the platform, if the speed of the train is 11 m/sec.

A train crosses a bridge of length 600 m in the 40 s, another train of the same length crosses a pole in 10s running at a speed of 20m/s. What is the speed of the first train?

A train can cross a pole in 32 seconds and a platform of length 420 m in 60 seconds. Find the length of the train.

A train crosses a platform of length 275m in 90 seconds and crosses a boy who is running towards the train at a speed of 9 km/h in 80 seconds. What is the length and speed of the train?

A train running at the speed of 55 km/h crosses a 400-meter-long platform in 54 seconds and it crosses a man running in the opposite direction in 25.5 seconds. Find the speed of the man.

A train crosses a platform of length 275m in 90 seconds and crosses a boy who is running towards the train at a speed of 9 km/h in 80 seconds. What is the length and speed of the train?

A train A traveling at 18 m/s crosses another train B traveling in the opposite direction at 54 km/h in 12 seconds. Find the length of train A if it is twice the length of train B.

Train A which is 1200 meters long and running at a speed of 160 kmph will take how much time to cross a man sitting in another train of length 400 meters, running at a speed of 64 kmph in the opposite direction?

The sum of the lengths of train A and train B is 1200 m and the sum of lengths of train A and the platform is 1100 m. If train A can cross train B running in opposite direction in 80 sec and platform in 90 sec, then train A can cross train B running if running in same direction in?

Train ‘A’ and Train ‘B’ take 24 seconds to cross each other while running in opposite directions. Train ‘A’ is 60 metres longer than train ‘B’. If the speed of train ‘A’ is 6 m/s and that of train ‘B’ is 9 m/s, then find the length of the longer train.

Two trains having different lengths are travelling with the speed of 80 km/hr and 64 km/hr in opposite direction. If the trains cross each other in 18 seconds and length of one of the train is 250 meter, what is the length of another train?

2 trains P and Q running in opposite directions cross each other in 30 seconds. The length of train Q is half of the length of train P. Speeds of trains P and Q are 90 km/h and 72 km/h respectively. If the train Q crosses a bridge in 32 seconds then find the length of the bridge.

Train X completely crosses train Y which is 180 m long in 15 seconds. If they are travelling in opposite directions and the sum of their speeds is 30 m/s, then find the difference (in meters) between lengths of both trains.

A train can cross a pole in 25.2 seconds while it can cross a platform of length 200 meters less than that of train, in 36 seconds, then what is the length of the platform?