IBPS PO Prelims Quantitative Aptitude Quiz: 30th August 2019

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IBPS PO Quantitative Aptitude Quiz

With the increasing level in exams, quantitative aptitude has become the ineluctable hitch. Generally, questions asked in this section are calculative and lengthy that consumes your time. This subject can do wonders if you always keep a check on your accuracy, speed and time. Accuracy is what matters the most. To help you prepare the section we have provided a well-defined IBPS PO Prelims Study Plan. You can also Prepare from the study note to clear your basic concepts. Attempt this quantitative aptitude quiz and check your performance for the upcoming IBPS PO Prelims Study Plan 2019. Following is the quiz of 29th August, that inculcate the important topic from Permutation & Combination, Probability, Boat & streams etc.

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Q1. Two trains A and B started to move towards each other from P and Q respectively and they meet after 4 hours. In the time A reaches Q, B covers 100 km more distance after reaching P. Speed of A and B is in the ratio 2 : 3. Find the speed of train A.     

(a) 25 km/hr
(b) 20 km/hr
(c) 15 km/hr
(d) 18 km/hr
(e) 22 km/hr

Q2. Two places Aurangabad and Ellora are 120 km apart. Two cyclists leave Ellora for Aurangabad such that second leaves 4 hours after the first. Both the cyclists arrive at Aurangabad at the same time. Find the time taken by the slower cyclist on the trip if the speed of one cyclist is 5 km/hr more than the other? 
(a) 8 hr
(b) 10 hr
(c) 12 hr
(d) 15 hr
(e) 20 hr
Q3. A man travel some journey on car with speed 60 kmph and some on cycle with speed 4 kmph. In   return journey he come in train with speed 20 kmph and take equal time in both side journey. Find the ratio of the distance travel by car, cycle and train.   
(a) 8 : 2 : 11
(b) 3 : 2 : 5
(c) 2 : 1 : 3
(d) 6 : 1 : 7 
(e) None of these

Q4. Train A crosses a standing man with a speed of 86.4 km/hr in some time. Another train B crosses a platform of length 60m in twice of the time in which train A crossed the man with the speed of 108 km/hr. If the length of train A is half of that of train B then find the length of train B. 
(a) 180 m 
(b) 300 m 
(c) 360 m  
(d) 240 m 
(e) 120 m

Q5. ‘A’ can swim 54 km downstream in 4.5 hours while B can swim 27 km in upstream in 5.4 hours. if the speed of A in still water is 3 times that of the speed of the stream, then find the total time taken by A to cover 21 km in upstream and time taken by B to cover 55 km in downstream (speed of stream is same for A and B).
Q6. A motor boat cover 12 km of distance in upstream in 40 minutes. If speed of stream is 25% of speed of boat, then find in what time boat will cover distance of 135 km in downstream?
(a) 3.5 hours
(b) 4.5 hours
(c) 2.5 hours
(d) 1.5 hours
(e) 5.5 hours
Q7. The speed of boat in upstream is thrice the speed of current and the speed of boat in downstream is 30 km/hr. Then find the time taken by boat to travel 63 km in upstream. 
(a) 3.5 hr
(b) 3 hr
(c) 4.5 hr
(d) 4 hr
(e) 5 hr
Q8. A boat can cover an equal distance in upstream and in downstream in 6 hours. If speed of boat in still water is 200% more than the speed of stream then find the time taken to cover the same distance in upstream. 
(a) 5 hours
(b) 3 hours
(c) 4.5 hours
(d) 3.5 hours
(e) 4 hours
Q9. A card is drawn from a deck of 52 cards at random, Find the probability that it is neither club 
Q10. Find the number of ways in which letters of the word “ASSURANCE” is arranged such that both S are together and all vowels are together?
(a) 1440
(b) 1680
(c) 1640
(d) 1260
(e) 1480
Q11. Balls numbered 1 to 120 are kept in a basket. What is the probability that the drawn ball has a number which is multiple of 3 or 5?
Q12.An urn contains 6 red balls and 9 green balls. Two balls are drawn from the urn one after other without replacement. Find the probability of drawing a red ball when a green ball has been drawn from the urn. 
Q13. The curved surface area of hemisphere 308 cm². If the radius of hemisphere is equal to the height of cylinder & ratio of height and radius of cylinder is 7 : 3 then find the total surface area of cylinder? (in cm²)
(a) 62π 
(b) 80π 
(c) 60π 
(d) 45π 
(e) 40π 
Q14. Length of rectangle is three times of side of square. If breadth of rectangle is 12 cm and perimeter of rectangle is 36 cm more than perimeter of square, then find the sum of area of rectangle and square?
(a) 242 cm2
(b) 252 cm2
(c) 232 cm2
(d) 262 cm2
(e) 278 cm2
Q15.Radius of a cone is equal to the side of an equilateral triangle having area 49√3  cm². and the slant height of the cone is 8 cm more than the perimeter of triangle then find the volume of the cone. 
(a) 9646 cm³
(b) 9586 cm³
(c) 9716 cm³
(d) 9856 cm³
(e) None of these


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