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 running with speed 70 km/h can cross another train of 1/3^rd length running in opposite direction in 14.4 seconds. If the speed of second train is 56 km/h, then find the time in which they will cross each other running in same directions. 

Train P of length 150 m can cross a platform of length 300 m in 20 seconds. The ratio of speeds of train P and train Q is 3 : 4. Find the length of train Q if it can cross a pole in 15 seconds.

A train having speed of 72 km/hr crosses a pole in 20 seconds and a platform in 40 seconds. Find the length of the platform.

A train of length 180 meter cross a platform in 15 seconds with a speed of 60 km/h. A man cross the same platform in 4 minute find the speed of man?

Two trains X and Y cross each other in 48 sec, when both are running in the same direction. If the length of train X is 160 m and the speed of train X and train Y are 54 km/h and 72 km/h respectively then find the length of train Y.

A 120 meters long train cross a pole in 4.8 sec, then find in what time train will cross a platform, whose length is three times of the length of the train?

The speed of two trains, X and Y is 60 km/h and 72 km/h, respectively and they are running in opposite direction. They cross each other in 24 seconds. Find the time taken by train X to cross a pole, if the ratio of the lengths of train X to Y is 5 : 6.

A train of length 215 meter is travelling at the speed of 90 km/hr and crosses a platform of in 15 seconds and another train travelling at the speed of 72 km/hr crosses the same platform in 18 seconds. Find the length of another train? 

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?

 A train has 15 coaches and the length of each coach is 50 m. A person sitting in the 2nd coach from the front got down on the platform of width 50 m to fill water in his bottle but unfortunately as soon as he got his bottle filled the train started running at what speed should he run so that he can catch the 4th coach from the end?

Train A, running at a speed of 99 km/hr, takes 46 seconds to completely cross Train B, running at 72 km/hr in the opposite direction. The length of train B is 1.5 times the length of train A. Train B crosses a bridge completely in 82 seconds. The length of the bridge (in m) is:

What is the distance between P and Q ?

Statement I: Train A covers distance between station P and Q in 5 hours with 6 halts of equal duration, while train B covers the same distance in 4 hours with 2 halts.

Statement II: The ratio of average speed (excluding the halt time) of Train A and B is 3 : 4.

Two trains having lengths of 150 m and 350 m are running at speeds of 60 km/h and 120 km/h, respectively, in the same direction. The time taken (in minutes) by the faster train, coming from behind, to completely cross the other train is:

Time (in seconds) in which Train A overtakes Train B completely.

Statement I: Speed of train A and B is 20 m/s and 10 m/s respectively.

Statement II: Lengths of train A and train B are 200 m and 350 m respectively.

What is the length of train A?

I. Two trains A and B run in opposite directions and cross each other in 40 seconds.

II. The length of train B is 280 m and the difference between the speeds of trains A and B is 18 km/h.

III. The ratio of the speed of the trains is 15 : 23.

Find is the speed of train A whose length is 170 m.

Statement I: The train crosses train B of length 250 m running in the opposite direction in 10 seconds.

Statement II: The train crosses train B running in the same direction at the speed of 40 km/hr in 30 seconds.

What is the speed of the slower train?

Statement I: Trains running in the opposite direction after crossing each other can reach their destination in 16 hours and 9 hours respectively.

Statement II: The difference between the speeds of trains is 16 km/hr.

Two trains are moving in the same direction at 60 km/h and 42 km/h. The faster train crosses a man in the slower train in 36 seconds. Find the length of the faster train.

A train 225 m long is running at a speed of 145 km/hr. What is the time (in seconds) in which it will pass a man who starts from the engine running at the speed of 17 km/hr in the direction opposite to that of the train?

Z1 Express and X1 Express are two trains of 785 m and 580 m long, running at the rate of 122 km/h and 112 km/h respectively on parallel rails. How many seconds will it take for the second train to pass the first train if they run in the opposite direction?

A 270 m long train crosses a man standing on a platform in 24 seconds. How much time (in seconds) will it take to cross a 330 m long train travelling at 39.5 km/h in the opposite direction?

The train is running at a speed of 86 km/h on a state railway track and a small car on a parallel road is running at a speed of 40 km/h. How (in s) long will the train take to cross the car completely if the train is 490 m long and they are running in opposite directions?

The lengths of two trains are 380 m and 220 m. The faster of these two trains takes 20 seconds to overtake the other when traveling in the same direction. The trains take 12 seconds to cross each other when travelling in opposite directions. What is the speed (in km/h) of the faster train?

Two goods trains 132 m and 108 m in length are running towards each other on parallel tracks. The first train is running at a speed of 32 km/h and the second at a speed of 40 km/h. How much time will they take to cross each other after meeting?

Time (in seconds) in which Train A overtakes Train B completely.

Statement I: Speed of train A and B is 20 m/s and 10 m/s respectively.

Statement II: Lengths of train A and train B are 200 m and 350 m respectively.

Two trains A and B of lengths 800 m and 700 respectively moves towards each other. They cross each other in 100/3 seconds. If the speed of B is doubled and A is increased by 54 km/hr, then they can cross each other in 20 seconds. What will be the time taken to overtake each other, if they move in the same directions as their original speeds?

What is the speed of the slower train?

Statement I: Trains running in the opposite direction after crossing each other can reach their destination in 16 hours and 9 hours respectively.

Statement II: The difference between the speeds of trains is 16 km/hr.

Find is the speed of train A whose length is 170 m.

Statement I: The train crosses train B of length 250 m running in the opposite direction in 10 seconds.

Statement II: The train crosses train B running in the same direction at the speed of 40 km/hr in 30 seconds.

A train passes a 100 m long platform in 20 seconds and a man in 12 seconds. Find the speed (in km/h) of the train.

What is the length of train A?

I. Two trains A and B run in opposite directions and cross each other in 40 seconds.

II. The length of train B is 280 m and the difference between the speeds of trains A and B is 18 km/h.

III. The ratio of the speed of the trains is 15 : 23.

Two goods trains 132 m and 108 m in length are running towards each other on parallel tracks. The first train is running at a speed of 32 km/h and the second at a speed of 40 km/h. How much time will they take to cross each other after meeting?

Two trains 250 m and 300 m long are running on parallel rails in the same direction at speeds of 80 km/h and 65 km/h, respectively. Time taken by the faster train to cross the slower train will be:

A train 550 metres long is running at a speed of 78 km/h. How many seconds will it take to cross a 350 metres long train running in the opposite direction at a speed of 30 km/h?

A train takes 48 seconds to cross a signal which is at one end of a bridge of 473 meters long. If the train takes 91 seconds to cross the bridge, then find the length of the train. (In meters)

A train crosses the signal located at one end of the 396 m long bridge and takes 33 sec. If the train takes 69 seconds to cross the bridge, then the length of the train (in meter) is.

Two trains running in opposite directions cross a man standing on the platform in 30 seconds and 15 seconds, respectively and they cross each other in 25 seconds. The ratio of their speeds is:

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 train traveling at a speed of 25 m/s can cross a pole in 6 seconds. How much time would it take to completely cross the platform of length 250 meters? (in seconds)

A train moving at a speed of 25 m/s crosses a pole in 20 seconds. How much time will it take to cross another train 400 m long moving at a speed of 18 km/h in the opposite direction?

Two trains of length 130 m and 120 m are running on parallel lines in the same direction at a speed of 40 km/h and 50 km/h, respectively. In how much time will they pass each other?

If a train 130 m long takes \(6\frac{1}{2}\) seconds to cross a man who is walking at 12 km/h in the same direction in which the train is going, then the speed of the train (in km/h) is:

Z1 Express and X1 Express are two trains of 755 m and 685 m length, running at the rate of 149 km/h and 139 km/h respectively on parallel rails. How many seconds will it take for the second train to pass the first train if they run in the opposite direction?

The time taken by a train 35 m long, running at 90 km/hr, to cross an electric pole is

A goods train overtakes two boys who are walking in the same direction in which the train is going, at the rate of 5 kmph and 10 kmph and passes them completely in 21 and 24 seconds respectively. What is the length of the goods train (in metres)?

A train running at 58 km/hr is trying to overtake a train running at 49 km/hr. The faster train overtakes the slower train in 3 minutes. If train with faster speed is shorter than the other train by 10 m, find the length of the longer train.

A train, 1775 metres long is running at a speed of 133 km/hr. How many seconds will it take to cross a 1675 metres long train running in the same direction at a speed of 103 km/hr?

A train 225 m long is running at a speed of 145 km/hr. What is the time (in seconds) in which it will pass a man who starts from the engine running at the speed of 17 km/hr in the direction opposite to that of the train?

A train of length 200 m can cross an electric pole in 10 seconds. Find the time taken to cross a bridge of length 800 m.