Quantitative Aptitude Quiz 14 July- Daily Quantitative Aptitude Quiz for RBI Assistant Mains 2020

Quantitative Aptitude is one of the scoring sections of the bank examination. If you clear your basics and practice more and more quizzes and also follow a proper study plan, you can easily crack the exam. RBI Assistant Exam is one of the most prestigious exams in the Banking Sector. 14th July 2020 RBI Assistant Mains Quiz Based on- Trains, Boat & Stream, Speed Time Distance and Simplification.                                          

Q1. Train A starts its journey from Patna to Hazipur while train B starts from Hazipur to Patna. After crossing each other they finish their journey in 81 hours and 121 hours respectively. Then what will be speed of train B if train A speed is 44 km/h?

(a)  44 Km/h

(b)  55 Km/h

(c)  36 Km/h

(d) 46 Km/h

(e)  None of these

Q2. A man can row 7 km/hr in still water. If the river is running at 3 km/hr, it takes 6 hours more in upstream than to go downstream for the same distance. How far is the place?

(a)  48 km

(b)  36 km

(c)  42 km

(d)40 km

(e)  None of these

Q3. Gourav fires two bullets from the same place at an interval of 15 minutes but Rohit sitting in a train approaching the place hears the second sound 14 minutes  30 seconds after the first. What is the approximate speed of train (if sound travels at the speed of 330 meter per second)?

(a)  330/23 m/sec

(b)330/29 m/sec

(c)  330/27 m/sec

(d)  330/31 m/sec

(e)None of the above

Q4. A train leaves the station ½  hour before the scheduled time. The driver decreases its speed by 25 km/hr. At the next station 250 km away, the train reached on time. Find the original speed of the train.

(a) 100 km/hr

(b) 125 km/hr

(c) 200 km/hr

(d) 180 km/hr

(e) None of these

Q5. Train – A crosses a stationary train – B in 45 seconds and a pole in 13 seconds with the same speed. The length of the train – A is 260 metres. What is the length of the stationary Train-B?

(a) 360 metres

(b) 260 metres

(c) 640 metres

(d) 460 metres

(e) 620 metres

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