Do you need a set of practice questions for quantitative aptitude? to assess your skills in order to get ready for competitive exams? You are in the right location.
Most of the competitive exams contain questions on quantitative aptitude. As this post is a part of our series on practice tests for quantitative aptitude, we will provide you a practice set for quantitative aptitude in this article, so let’s get started.
Quantitative aptitude practise set
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#1. Three persons A, B and C went to hotel and paid the bill amount of Rs. 600 in the following way. A paid half of the amount paid by both B and C , B paid 1/5th of the amount paid by both A and C then find the amount paid by C.
#2. If x+2, x – 1, 4 and 3 are in proportion then find the mean proportional to x and 4x2
#3. Find the ratio of A, B and C if A is 30% more than B and B is 20% more than C.
#4. Income of A is 40% less than the income of B and expenditure of A is 40% of B’s expenditure. If income of A is 70% of expenditure of B then find the ratio between the saving of A and B.
#5. f a/(b – c) = 3 : 2 then find the value of (a – b + c)/(a + b – c)
#6. Some amount was divided among A, B and C in the ratio 4 : 6 : 9. If the share of A is 50 less than share of C then find the 1/5th of total amount (in Rs).
#7. Total income of A and B is Rs.5000 if A save 20% and B saves 30% and their savings are in the ratio 4:9. Find their individual income.
#8. If a/(b + c) = 1 : 2 then find the ratio between a/(a + b + c)
#9. If the ratio of three sides of a triangle is 3 : 4 : 5 then find the difference between the smallest and largest angle. (in degrees)
#10. If a/7 = b/3 = c/5 then find the ratio between a,b and c
#11. The ratio between the passed to fail student in an exam is 3:4.If 10 more students passed the ratio would have been 23:19.Out of the students passed 1/3rd are boys then find the total number of girls who passed in exam.
#12. If A : B = 4 : 5 and C : B = 7 : 6 then find the ratio between A : B : C
#13. If A and B is in the ratio 3:2 and the difference between them is 8 then find the difference between their squares
#14. The ratio of number of boys and girls in a school is 2 : 3. If 30% of girls is 6 more than the 30% of boys then find the total number of students in the school.
#15. A bag contains 25 P coins 50 P coins and 1 rupee coins in the ratio 10: 5: 2, amounting to Rs. 112. Find the total number of coins in the bag.
#16. The ratio of men and women in a group is 5:2.If 6 men and 6 women left the group then the ratio becomes 8:3.Find the total number of people in the group initially?
#17. The ratio of marks obtained by Suresh in half yearly examination to Annual examination is 9/10. If he got 50 marks more in half yearly examination then the ratio would have been become 1 : 1. Find the total marks for which he wrote the half yearly exam if the mark obtained in the same exam is 45% of the total marks.
#18. Some amount Rs. x was divided among A, B, C and D in the ratio 1/5 : ½ : 1/3 : 1/4. If the difference between the shares of A and C is Rs.560 then find the total amount x (in rupees)
#19. If A : B = 5 : 4 and A is 19 more than B then find the sum of A and B.
#20. The ratio between the valid and invalid vote is 4 : 1. If 70% of valid vote is equal to 6300 then find the difference between the valid and invalid votes.
#21. The number of people in a village is 6400. If the ratio between then male to female population is (x + 2) : (x + 4) then find the value of x
#22. Ravi’s expenditure and savings is in the ratio 3 : 1 if the income increases by 50% and expenses increases by 20% then find the percentage increase in savings
#23. The ratio between cost of two idly and one dosa is 2 : 5 and the ratio between cost of one idly and two dosa is 1 : 10 then find the ratio between three idly and two dosa.
#24. If A is twice of B and C is twice of B then find the ratio of A:B:C is:
#25. The ratio between the prices of two articles is 5:6. If the price of first article is increased by 20% and the price of second by 33 1/3% then find the new ratio.
#26. Three numbers are in ratio 2 : 3 : 5. If the sum of the squares of those three numbers is 342 then find the sum of the three numbers
#27. If A : B + C = 2 : 5, B : A + C = 1 : 2 then find C : A + B?
#28. If A : B = 5 : 4 and C : B = 8 : 7 then find the value of A + B : B + C : C + A
#29. The ratio between the number of pen and pencils is 5 : 6 and the ratio of cost of per pen and pencil is 4 : 3 then find the percentage by which total cost of pen is greater than the total cost of pencil.
#30. If 4A = 5B = 6C then find the ratio of A : B : C
#31. Find the third proportion to 16,64
#32. Income of A and B is in the ratio 6 : 7, their expenses is in the ratio 4 : 3 if their savings are Rs.2000 and Rs.4000 then find the sum of their incomes (in Rs.)
#33. If the ratio between A, B and C is 5 : 7 : 9 then find the ratio between 1/A, 1/B and 1/C.
#34. Find the mean proportion of 81 and 9
#35. The total number of 3 different colored pens in a box is 91. If the ratio between red colored and green colored pen is 5 : 2 and the number of green pen is 33 1/3% of blue pens then find the difference between the red colored and green colored pen.
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The practice set given above is taken from different websites, the credit goes to him only. I am sharing it only for educational purpose.