Quantitative Aptitude
12 questions across 7 exam years. Answers for this topic
P, Q and R have a certain amount of money with themselves. Q has 50% more than what P has, and R has 1/3rd of what Q has. If P,Q and R together have ₹ 246/- then how much money does P alone have ? (in ₹)
Note: '1/3rd' printed as a stacked fraction in source
P, Q and R have a certain amount of money with themselves. Q has 25% more than what P has, and R has 1/5th of what Q has. If P, Q and R together have ₹ 150/-, then how much money does P alone have ? (₹ in)
2 person's monthly salary ratio is 2:1, and their expenditure are 8000, 6000 respectively, their savings is in ratio 3:1, what is the annual salary of the first person?
Ratio of number of boys to girls in a class is 9: 5. Next year, number of boys will be increased by 90 while the number of girls will be increased by 80% and the ratio of boys to girls will be 6: 5, then what is the difference between number of boys and girls initially?
A and B had marbles in the ratio 3:8. A stole 14 marbles from B after which B bought 7 more marbles such that B now had 40% more marbles than A. What was the number of marbles with A initially?
Ratio of two numbers is 5 : 7. If 30 is added in each number, the ratio becomes 3 : 4. Find the ratio of the number if 10 is subtracted from each number.
There are three numbers and the ratio of first to second number is 9:10, while the ratio of first to third number is 3:4. If average of all the three numbers is 62, then find difference of second and third number?
An amount of Rs.5000 distributed among P, Q and R in such a way that share of P is 110% more than that of R whose share is (10/19) of the share of Q. If Q spend 20% of his share, then find the saving of Q.
The annual income of R is Rs 6 lakhs, and he spends 50% of his monthly income on rent. If he spends the remaining income on utilities and entertainment in the ratio of 2:Y and the amount spent on entertainment is Rs 10000 less than that on rent, then find Y+3.
There are two schools, A and B, and the sum of total males in school A and total females in school B is 160. The ratio of males in schools A and B is 2:3, and the ratio of females in schools A and B is 3:4, respectively. If the difference between the total males in schools A and B together and that of females is 60, then find the males in school B.
There are two empty vessel P and Q. If equal quantity of juice is poured into both the vessel, then this process makes vessel P 3/8th full and vessel Q 2/5th full, then find the capacity of vessel Q is what percent of vessel P’s capacity?
A, B and C are three positive integers. The ratio of A to B is 4:5 respectively. C is 5 more than that of B. If the sum of A, B and C is 89, then find the value of C.