Dear students,

Quantitative Aptitude for SBI Clerk Prelims 2018

Numerical Ability or 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.

Q1. Present population of a village is 2500. After two years it becomes 3450. If rate of increase of population in first year be 20% then what is the rate of increase of population in second year?
(a) 15%
(b) 17%
(c) 20%
(d) 10%
(e) 21%

Q2. A can complete a work alone in 64 days. He worked for 24 days and left the work. A second person B can do two fifth of the remaining work in 15 days then in how many days B can do the whole work alone?
(a) 54 days
(b) 64 days
(c) 60 days
(d) 72 days
(e) 80 days

Directions (3-5): In the following questions two statements I and II or A and B are given. You have to solve each question with the help of these two statements and give answer according to use of statements.
Q3. What is the length of the train?
I. speed of train is 72 km/hr.
II. It crosses a pole in 10 sec.
(a) only statement I is sufficient.
(b) both statements I and II are necessary to solve the question
(c)  only statement II sufficient
(d) Neither statement I nor statement II is sufficient to solve the question
(e) Either statement I or II is sufficient to solve the question.

Q4. The marked price of an article is Rs. 320. What is the profit percent on the article?
I. cost price of article is Rs. 240 and seller offers 10% discount on its MP.
II. cost price of article is 83 1/3% of its selling price and seller sells it in Rs. 288.
(a)  only statement I is sufficient
(b) Both statements I and II are required to solve the questions.
(c) Either statement I or II is sufficient to solve the question.
(d) only statement II is sufficient to solve the question.
(e) Neither statement I nor II is sufficient to solve the question and some more information are required.

Q5. What is the area of rectangle?
I. The perimeter of rectangle is 20% more than the perimeter of a square whose side is 15 m.
II. The ratio between length and breadth of rectangle is 3 : 2.
(a) both statements I and II are required to solve the problem.
(b) only statement I is sufficient.
(c) either statement I or statement II is sufficient
(d) only statement II is sufficient
(e) Neither statement I nor statement II is sufficient to solve the question

Directions (6-10): What approximate value will come in place of question mark (?) in the following questions

Q7. 36.02% of 225 + 42.02% of 400 =? % of 199.98
(a) 136.5
(b) 12.45
(c) 124.5
(d) 144.5
(e) 184.5

Q8. 192.89 + 299.98 + 3999.98 ÷ 7.99 = ? + 499.98
(a) 493
(b) 349
(c) 394
(d) 293
(e) 693

Q9. ? % of 9.89 = 23.98% of 49.98 + 43.9% of 149.98
(a)  570
(b) 900
(c) 860
(d) 625
(e) 780

Directions (11-15): Study the following pie graph and answer the related questions. The pie chart shows the percentage distribution of number of tablets distributed to 12th students of five different colleges.
Note: Each student gets only one tablet.

Q11. What is the total number of tablets distributed to students of college A and C together?
(a) 16,480
(b) 18,840
(c) 18,480
(d) 16,420
(e) 16,840

Q12. Total number of tablets distributed to students of college D is how much percent more or less than that to students of college B?
(a) 20% less
(b) 20% more
(c) 15% more
(d) 10% less
(e) 15% less

Q13. What is the average number of tablets distributed to students of colleges C, D and A together.
(a) 8,760
(b) 8,650
(c) 8,560
(d) 6,650
(e) 8,450

Q14. What is the ratio of total number of tablets distributed to the students of college B and E together to that of colleges A and D together?
(a) 43 : 80
(b) 48 : 79
(c) 80 : 43
(d) 80 : 63
(e) 7 : 9