List of top Quantitative Aptitude Questions asked in AIMS Test for Management Admissions

At what rate of interest per annum compounded annually will a sum of money become 81 times in 4 years?
What is the total amount received after 1 year if a sum of 36,875 is invested at the annual interest rate of 16% compounded half yearly?
20 friends went to a movie theatre. The average cost of the movie ticket for 19 friends was 120. But one of the friends paid 38 more than the average cost for all the 20 friends. What was the total amount paid by all of them together?
In an office with 30 trainee and a team lead, the average age of the whole team decreases by 1 year when team lead is excluded. If the average age of the whole team is 27 years, then what is the age of the team lead?
In a mixture of oil and water, there is 12 litres more oil than water. The ratio of oil and water is 5:3, when volume is measured. The density of oil is three times that of water. If 4 litres of oil is removed from this mixture, then what will be the ratio of weights of oil and water in the resultant mixture?
Ram can finish the work alone in 10 days, while Shyam alone can do so in 20 days. They start a work on Sunday. Ram works on Sunday, Monday, Wednesday and Friday. Shyam works on Sunday, Tuesday, Thursday and Saturday. On which day of the week the work gets finished?
6 men can build a wall in 2 days. 8 women can build this wall in 3 days. In how many days the wall gets build if 3 men and 6 women work together?
Karim can finish a work alone in T days. Manu can do so in 2T days. If they work together, they finish the work in 6 days. What is the value of T?
A river of width 400 metres is flowing at a speed of 5 m/sec. The total time taken by a boat to go 200 metres upstream and then 300 metres downstream is 1 minute. What is the speed of the boat in still water?
Two trains of lengths 300 metres and 500 metres are running at speeds of 90 km/hr and 54 km/hr, respectively. They are running in same direction and the smaller train is 400 metres behind larger train. In how much time will smaller train overtake the larger train?
A man has to run a distance of 9 km in an hour. He ran at a speed of 2 m/sec for 20 minutes. At what speed should he run for the remaining time so as to complete the distance in the given time?
Read the following information and answer the questions that follow:
In match 3, if these three scored \(50\%\) of the total runs scored by the team, then how many runs did the team score?
 KohliRohitRahane
 Runs ScoredBall FacedRuns ScoredBall FacedRuns ScoredBall Faced
Match 13250171211298
Match 20397781227
Match 3434128289091
Match 42819124752
Read the following information and answer the questions that follow:
In how many matches Rahane scored more runs than the balls he faced?
 KohliRohitRahane
 Runs ScoredBall FacedRuns ScoredBall FacedRuns ScoredBall Faced
Match 13250171211298
Match 20397781227
Match 3434128289091
Match 42819124752
Read the following information and answer the questions that follow:
Which batsmen never faced more balls than the runs he scored?
 KohliRohitRahane
 Runs ScoredBall FacedRuns ScoredBall FacedRuns ScoredBall Faced
Match 13250171211298
Match 20397781227
Match 3434128289091
Match 42819124752
The cost price of an item is Rs.4,000. What should be the marked price (approximately) of item so that even after giving successive discounts of\(20\%\)and \(30\%\), a profit of 25 percent is earned?
Two mobile phones with the same cost price are sold for Rs.4,800 and Rs.7,500, such that one earns a profit of\(25\%\), while other results in a loss. What is the total profit percentage earned by the seller?
An item marked at Rs.300 is sold after a\(10\%\)discount. Still it earns a profit of\(8\%\). What should be the discount percentage so as to earn a profit of\(14\%\)?
A number P is 3 more than\(10\%\)of the smallest 4-digit natural number. By how much P should be increased, so that\(10\% \)of it, is the smallest prime number of two digits?
What will be the remainder left when 67825623 is divided by 5?
If\(+ means \times\),\(- means /\),\(/ means +\)&\(\times means-\), then what will be the value of\(((77/13) - 18)-2/21?\)
If\(+ means \times\),\(- means /\),\(/ means +\)&\(\times means-\), then what will be the value of\((17+17+ 17 \times 13) - (10+10)?\)
If\(+ means \times\),\(- means /\),\( / means +\)&\(\times means-\), then what will be the value of\(600-20 + 4 \times 13\)?
A circle of radius 20 cm with centre P lies completely inside another circle of radius 50 cm with centre Q, such that they touch at excatly one point. The centres of these circles are joined to form a line segment PQ. From P and Q, perpendiculars are drawn on the same side such that perpendicular from P intersects small circle at S and perpendicular from Q intersects large circle at R. What will be the area of quadrilateral PQRS?
A spherical ball of radius 42 cm has a cubical cavity of side length 6 cm inside it. Inside the cubical cavity, there is a spherical ball of radius 2.1 cm. Both these balls are made of a metal having a density of 0.1 grams per cubic cm. What amount of metal has been used approximately? (use pi =22/7)
The length of each side of a rhombus is 26 cm. If the length of one of its diagonals is 20 cm, then what will be the length of its other diagonal?