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Train A crosses a $250$ m long bridge in $25$ seconds. Another train B, whose speed is $\frac{1}{5}$ of train A, can cross train A in $9$ seconds while traveling in the opposite direction, if the length of train A is $125$ m, find the length of B.

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Important Questions on Ratio and Proportion

EASY

General Test>Quantitative Reasoning>Ratio and Proportion>Problems on Trains

A railway train

100 m

long is running at the speed of

30 km / hr

. In what time does it pass a man standing near a line?

EASY

General Test>Quantitative Reasoning>Ratio and Proportion>Problems on Trains

A railway train

100 m

long is running at the speed of

30 k m / h

. In what time does it pass a man standing near a line?

MEDIUM

General Test>Quantitative Reasoning>Ratio and Proportion>Problems on Trains

A train starts from A at

6

AM and reaches B at

11

AM on the same day. Another train starts from B at

8

AM and reaches A at

3

PM on the same day. At what time the two trains will have crossed each other?

MEDIUM

General Test>Quantitative Reasoning>Ratio and Proportion>Problems on Trains

Two trains, A and B, start from station X and Y towards each other. They take

4

hours

48

minutes and

3

hours

20

minutes to reach Y and X, respectively, after they meet. If train A is moving at

45 km / h

then the speed of train B is:

EASY

General Test>Quantitative Reasoning>Ratio and Proportion>Problems on Trains

Two stations L and M are

180 k m

apart from each other. A train leaves L to M and simultaneously another train leaves from M to L. Both trains meet after

9

hours. If the speed of the first train is

10 k m / h r

more than that of the second train, what is the speed

(i n k m / h r)

of the slower train?

EASY

General Test>Quantitative Reasoning>Ratio and Proportion>Problems on Trains

The distance between two stations,

A

and

B

428 k m

. A train starts from station

' A'

6 : 00 a . m .

and moves towards station

' B'

at an average speed of

48 k m / h

. Another train starts from station

' B'

6 : 20 a . m .

and moves towards station

' A'

at an average speed of

55 k m / h

. At what time will the trains meet?

MEDIUM

General Test>Quantitative Reasoning>Ratio and Proportion>Problems on Trains

The distance between the two stations is

390 km

. One train travels

182 km

at the speed of

56 km / hr

, and

108 km

at the speed of

72 km / hr

. The train travels the rest of the distance in

1.25

hours. What is the average speed of the train for the entire distance?

MEDIUM

General Test>Quantitative Reasoning>Ratio and Proportion>Problems on Trains

A train

100 m

long running at uniform speed crosses a station which is

500 m

long in

25 seconds

. How long will it take for the train to pass a station that is

380 m

long?

EASY

General Test>Quantitative Reasoning>Ratio and Proportion>Problems on Trains

A train

150 m

long passes a telegraphic post in

12

seconds. Find the speed of the train (in

km / hr

EASY

General Test>Quantitative Reasoning>Ratio and Proportion>Problems on Trains

A train starts from a place A at

8 : 00 a . m

. and arrives at another place B at

1 : 30 p . m

. on the same day. If the speed of the train is

30 k m / h r

. What will be the distance (in

k m

.) covered by the train?

EASY

General Test>Quantitative Reasoning>Ratio and Proportion>Problems on Trains

A train

X

travelling at

60 km / h

overtakes another train

Y

225 m

long, and completely passes it in

72 seconds

. If the trains had been going in opposite direction, they would have passed each other in

18 seconds

. The length (in m) of

X

and the speed (in km/h) of

Y

are respectively:

MEDIUM

General Test>Quantitative Reasoning>Ratio and Proportion>Problems on Trains

A train of

150

metres crosses a railway bridge in

26

seconds at a speed of

90 km / hr

. What is the length of this bridge ?

MEDIUM

General Test>Quantitative Reasoning>Ratio and Proportion>Problems on Trains

X and Y are two stations which are

280 km

apart. A train starts at a certain time from X and travels towards Y at

60 km / h

. After two hours, another train starts from Y and travels towards X at

20 km / h

. After how many hours does the train leaving from X meets the train which left from Y.

EASY

General Test>Quantitative Reasoning>Ratio and Proportion>Problems on Trains

The speed of a train is

72 k m / h r

and its length is

200

metre. What will be the time (in minutes) taken by the train to cross a pole.

EASY

General Test>Quantitative Reasoning>Ratio and Proportion>Problems on Trains

The two trains leave Varanasi for Lucknow at $11 : 00 am$ and at $11 : 30 am$ . Respectively and travel at a speed of $110 km / h$ and $140 km / h$ respectively. How many kilometers from Varanasi will both trains meet?

EASY

General Test>Quantitative Reasoning>Ratio and Proportion>Problems on Trains

Two trains running in the opposite direction on parallel tracks, at speeds of

42 kmph

and

57 kmph

, take

18 seconds

to cross each other. If the length of one train is

270 m

, then the length of the other train is:

EASY

General Test>Quantitative Reasoning>Ratio and Proportion>Problems on Trains

230

m

long train has to cross a platform of length

750

m

. If the train is running at a speed of

72

\frac{km}{h}

. the time taken is_____.

EASY

General Test>Quantitative Reasoning>Ratio and Proportion>Problems on Trains

100

meters long train crosses a

800

meters long bridge. If the speed of the train is

30 km / h

, then what is the time taken by the train to cross a bridge?

EASY

General Test>Quantitative Reasoning>Ratio and Proportion>Problems on Trains

Two trains are running in opposite directions with the same speed. If the length of each train is

80

metres and they cross each other in

16

seconds, then what is the speed (in

k m / h r

) of each train?

EASY

General Test>Quantitative Reasoning>Ratio and Proportion>Problems on Trains

Quantity $1$ : Train A is running at a speed of $25 m / \sec$ crosses. Train B is coming from opposite direction running at a speed of $15 m / \sec$ in $12$ seconds. Length of Train A is twice of Train B. Find the length of train A.

Quantity $2$ : $160$ Meters.

Train A crosses a 250 m long bridge in 25 seconds. Another train B, whose speed is 15 of train A, can cross train A in 9 seconds while traveling in the opposite direction, if the length of train A is 125 m, find the length of B.

Important Questions on Ratio and Proportion

Learn and Prepare for any exam you want !

Train A crosses a $250$ m long bridge in $25$ seconds. Another train B, whose speed is $\frac{1}{5}$ of train A, can cross train A in $9$ seconds while traveling in the opposite direction, if the length of train A is $125$ m, find the length of B.