**IBPS RRB Quantitative Aptitude Quiz**

**IBPS RRB Study Plan**as there is left not enough time to deal in details. The questions asked in the quantitative aptitude section are calculative and very time-consuming. But once dealt with proper strategy, speed, and accuracy, this section can get you the maximum marks in the examination. Following is the

**Quantitative Aptitude Quiz**to help you practice with the best of latest pattern questions.

**Q1. A running train can cross a stationary train in 36 sec while a running man in the same direction in 24 sec. If speed of man is 36 km/h, then what is the length of the running train? (length of stationary train is 80% of running train)
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**Q2. Two trains P and Q, running in opposite to each other, can cross to each other in 8 sec. When they run in the same direction, train P crosses train Q in 18 sec. If ratio of their length (P : Q) is 3 : 5, then what is the ratio of train P’s speed to the train Q’s speed?
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**Q3. The ratio between speed of a train and a motor boat is 8 : 5. The motor boat can travel 243 km in 4.5 hrs. In what time train can cross a pole. Length of train is 180 m.
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**Q4. Train A starts from Agra and reaches Lucknow in 6 hours. Another train B starts from Lucknow and reaches Agra in 4.5 hours. After two hours starting of train A, train B also starts. After what time both trains meet to each other from the start of train A?
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**Q5. A train of length 240 m crosses another train of length 180 m running is opposite direction in 6 sec. If speed of longer train is 72 km/h, then in what time smaller train will cross a tunnel of length 360 m?
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**Q6. A train 300 meters long is running at a speed of 25 metre per second. It will cross a bridge of 200 metre long in
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**Q7. A train travelling at the speed of 50 km/h leaves from a station. Another train travelling at speed of 60 km/h leaves the same station after 7 h in the same direction. They will meet after what distance?
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**Q8. Two trains, running at the rates of 75 km per hour and 60 km per hour respectively on parallel tracks in opposite direction are observed to pass each other in 8 sec and when they are running in the same direction at the same rates as before, a person sitting in the faster train observes that he passes the other in 63/2 secs. Find the length of the faster train.
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**Q9. Train-A can cross a stationary train B in 36 seconds. The same train A can cross a tunnel of length 560 m in 48 seconds. If speed of train-A is 72 km/hr then what is the length of stationary train-B?
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**Q10. Two trains P and Q start at the same time from two stations A and B respectively which are 200 km apart and travelling towards each other meet at a distance of 150 km from station A. What is the ratio of speed of train P to train Q?
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**Directions (11-15): What should come in place of the question mark (?) in the following questions?**

** Q11. 668÷167×284 = ?**

**Q12. 60% of 25% of 5/6 of ? = 630
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**Q13. (85410 + 36885 + 24705) ÷1600 =?
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**Q14. 4.5+23.50+14.58-17.68×0.5 =?
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**Q15. (3675÷75) × (7480÷80) =?**

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