Quantitative Aptitude for SBI PO Prelims: 27th May 2018

Dear Students,

Quantitative Aptitude for SBI PO Prelims: 27th May 2018
Quantitative Aptitude For SBI PO Exam 2018 (Week-02)

Quantitative Aptitude Section has given heebie-jeebies to the aspirants when they appear for a banking examination. As the level of every other section is only getting complex and convoluted, there is no doubt that this section, too, makes your blood run cold. The questions asked in this 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.

Following the study plan for SBI PO Preliminary Examination 2018, the second week starts with practice questions on Simplification, Data Interpretation, and Miscellaneous Questions Set. To ensure proper preparation of the section we advise you to go through all the questions sincerely and try to attempt each one of them. Afterward, match your solutions and the approach with the one that would be provided later. Practice more and more questions on the same section to enhance your grip over the topics. Following is the Quantitative Aptitude quiz to help you practice with the best of latest pattern questions.

Q1. Two cars A and B are at point P and Q respectively and are at a distance of 250 km. They started to move towards each other and meet at point C after 2 hours. It is found that in the time when car A reached point Q, car B after reaching point P had travelled 100 km more. Find the speed of car A.   



Q2. Two vessel A and B contain milk and water in ratio 3 : 2 and 5 : 3 respectively. If 10 liters of the mixture is removed from vessels A and poured in vessel B then ratio of milk to water in vessel B becomes 8 : 5. Find the initial quantity of water in vessel B.   
(a) 6ℓ 
(b) 4ℓ
(c) 8ℓ
(d) 12ℓ
(e) 2ℓ

Q3. Two trains of length 160 m and 120 m are running on parallel line in same direction and train with length of 120 m is travelling at a speed of 45 km/hr. The longer train cross a man in smaller train in 12 sec. Find the speed of longer train ?   
(a) 90 km/hr
(b) 93 km/hr
(c) 87 km/hr
(d) 83 km/hr
(e) 81 km/hr

Q4. If sum of area of square and rectangle is 644 sq. cm and perimeter of rectangle is 88 cm. If ratio of length to breadth of rectangle is 7 : 4, then find perimeter of square ?   
(a) 72 cm
(b) 81 cm
(c) 48 cm
(d) 64 cm 
(e) 56 cm 

Q5. Ayush divided 2189 in three parts such that interest on them after 1, 2, 3 years respectively may be equal. The rate of SI is 4% per annum in all case. What is the smallest part of the three part? 
(a) 702
(b) 398
(c) 425
(d) 756
(e) 1093

Direction (6-10): Study the following table and answer the questions that follow. 

Number of engineering students appeared for the final year exam in four different institutes and the percentage of engineering students failed in that exam over the following five years are given.

Q6. What is the number of students passed from institute A, B and D together in 1991-92?
(a) 13612
(b) 14520
(c) 8230
(d) 12560
(e) 10150

Q7. What is the ratio of students passed from institute B and C together 1994-95 to the total students appeared from D in all years.
(a) 83/153
(b) 133/259
(c) 210/517
(d) 113/139
(e) 117/139

Q8. What is the total number of students passed from institute C over all years together?
(a) 24560
(b) 23683
(c) 24150
(d) 24356
(e) 25560

Q9. If appeared students from institute A in year 1990-91 are 80% of total students from the institute A , then by what percent  total number of students from institute A in 1990-91 are more or less than appeared students from institute D in year 1993-94?

Q10. If ratio of male to female who have appeared from institute B in 1992-93 is 3 : 7 then approximately what is the percentage of males who have appeared from institute B in 1992-93 are three with respect to students passed from institute C and D together in 1994-95?
(a) 8%
(b) 15%
(c) 16%
(d) 12%
(e) 10%

Solutions (6-10):


Directions (11-15): What approximate value should come in place of (x) in the following questions (Note: You are not expected to calculate the exact value.) 


Solutions (11-15):


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