List of top Questions asked in AIMS Test for Management Admissions

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?
In a fraction, both the numerator and denominator are perfect squares. The sum of numerator and denominator is also a perfect square. If numerator is subtracted from denominator, we get 527. The last digit of numerator is 9. What is the value of product of numerator and denominator?
In a fraction, the numerator is 2 less than the denominator. If their squares are added together, we get 290. What is the sum of the numerator and the denominator?
One-third of a cake is eaten. Then, one-fourth of the remaining cake is eaten. Then, three-fifth of the remaining cake is eaten. What fraction of the total cake is left now?
A sum of money is divided into two parts in the ratio 3:2. Larger part is invested at compound interest at\(10\%\)per annum for 3 years. Smaller part is invested at compound interest at\(20\%\)per annum for 2 years. Total interest earned is Rs.9,365. What was the sum of money?
In a scheme, the interest is compounded half yearly. The rate of interest is\(20\%\)per annum. If Rs.4,00,000 is invested in this scheme, then how much interest will be earned in two years?
Rs.2,00,000 is invested for 4 years at yearly compounded interest such that the rate of interest is\(10\%\);per annum for first 2 years and\(30\%\)per annum for last 2 years. What will be the sum of money after 4 years?
The average of three natural numbers X, Y and Z is 27. The average of X and Y is 22. X is a multiple of both 4 and 5 and is less than 30. What is the value of average of XY and YZ?
What will be the average of the squares of first five prime numbers of two digits?
In a group of 5 persons, the average height is 150 cm. The average height increases to 155 cm when a new person is added to the group. What is the height of the new person?
If\(+ means \times\),\(- means +\)and\(\times means -\), then what will be the value of\(22 + 7 - 12 \times 60\)?
A water tank gets filled in 2 hours when it is filled at 2 litres per minute. If there is a leakage at the bottom of tank that drains water at 1 litre every 2 minutes, then how much time will it take to fill the tank?
A boy eats 12 burgers in an hour. How many burgers will 8 boys eat in 20 minutes?
Mohan and Sohan are running around a circular track. They decide to run a race such that one who finishes 6 rounds of the track first wins the race. They are running in opposite directions. The ratio of speeds of Mohan and Sohan is 1:2. How many times will they cross each other during the race (excluding the beginning and end of race)?
A train of length 300 metres runs at a speed of 72 km/hr. In how much time it will cross a platform of length 200 metres?
In an alloy of Zinc and Copper, the ratio of Zinc and Copper is 3:2. 70 kg of this alloy is taken. Through a chemical process, 30 kg of this mixture is taken out such that the removed mixture has Zinc and Copper in the ratio 2:1. What will be the ratio of Zinc and Copper in the remaining mixture?