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APICET 2025
List of top Questions asked in APICET- 2025
The least number which, when divided by 6, 9, 12, 15, and 18, leaves a remainder 5 in each case is:
APICET - 2025
APICET
Mathematical Ability
Arithmetic
In a function hall, 21 yellow chairs, 42 red chairs and 56 orange chairs have to be put in a row such that each row contains the same number of chairs of one colour only. The minimum number of rows in which the chairs may be arranged is:
APICET - 2025
APICET
Mathematical Ability
Arithmetic
The sides of a triangle are in the ratio 3:4:5. Then the measure (in degrees) of the largest angle of the triangle is:
APICET - 2025
APICET
Mathematical Ability
Trigonometry
Suppose a, b, c are real numbers such that a:b:c = 3:2:4. Then $\sqrt{a^2 + 6b^2 + c^2}$ is equal to: }
APICET - 2025
APICET
Mathematical Ability
Algebra
If $|x - y| < 5$ and $|x - y| \geq 2$ , then the maximum integral value of y, such that x is always negative is:
APICET - 2025
APICET
Mathematical Ability
Algebra
$1/(2 \times 3) + 1/(3 \times 4) + ... + 1/(49 \times 50) = ?$
APICET - 2025
APICET
Mathematical Ability
Algebra
Which of the following arrangements of rational numbers in ascending order is correct?
APICET - 2025
APICET
Mathematical Ability
Algebra
The last digit of $7^{100}$ is: }
APICET - 2025
APICET
Mathematical Ability
Arithmetic
If today is Monday, then the next 314th day from today falls on the day:
APICET - 2025
APICET
Mathematical Ability
Arithmetic
$(a/b)^{x-1} = (b/a)^{x-3}$, then x = ? }
APICET - 2025
APICET
Mathematical Ability
Algebra
The total surface area of a cuboid of length l = 5 cm, width b = 2 cm and height h = 3 cm is:
APICET - 2025
APICET
Mathematical Ability
Mensuration
A conical chamber with the same height and base diameter is created from a solid cylinder of height 18 cm and diameter of 14 cm. The remaining solid's volume is around (take $\pi$ = 22/7):
APICET - 2025
APICET
Mathematical Ability
Mensuration
The price of an article increases by 20% and then decreases by 10%. Then the net percentage change is:
APICET - 2025
APICET
Mathematical Ability
Arithmetic
A pipe 'P' can fill a tank in 20 hours and another pipe 'Q' in 30 hours. If both pipes are opened in an empty tank, how much time will they take to fill it?
APICET - 2025
APICET
Mathematical Ability
Arithmetic
The average age of 10 children is 14 years. If two children of ages 13 years and 10 years left this group and another two children having ages 7 years and 6 years joined, then the average age of this new group is x. If the two children who left from the original group rejoins this new group, then the average age of this group is less than x by:
APICET - 2025
APICET
Mathematical Ability
Arithmetic
A 7-digit number 345a812 is exactly divisible by 3. Then the number of possible values of a is:
APICET - 2025
APICET
Mathematical Ability
Arithmetic
An article A is sold for ₹200 more than selling price of another article 'B'. If 'B' is sold for 5% less than that of 'A' and the cost price of 'B' is ₹2500, then what is the percentage of profit on 'B'?
APICET - 2025
APICET
Mathematical Ability
Arithmetic
In a mixture of 60 liters, the ratio of milk and water is 2:1. If this ratio is to be 1:2, then the quantity of water to be further added is:
APICET - 2025
APICET
Mathematical Ability
Arithmetic
The smallest five digit number that is divisible by 22, 33 and 44 is:
APICET - 2025
APICET
Mathematical Ability
Arithmetic
If $\frac{2^{\frac{1}{3}} + 27a^{\frac{5}{3}}}{(\frac{a}{3})^{-\frac{1}{3}} + 3a^{\frac{2}{3}}} = 2 - ka^{\frac{1}{3}} + 9a^{\frac{2}{3}}$, then $k = $?
APICET - 2025
APICET
Mathematical Ability
Algebra
If selling price of an item is doubled, the profit will be tripled. What is the original profit percentage?
APICET - 2025
APICET
Mathematical Ability
Arithmetic
The number of positive divisors of 2025 is:
APICET - 2025
APICET
Mathematical Ability
Arithmetic
The ratio between the speeds of two trains is 7 : 8. If the second train runs 400 km in 4 hours, then the speed of the first train is:
APICET - 2025
APICET
Mathematical Ability
Arithmetic
Two trains 100m and 150m long, moving at $30~m/s$ and $20~m/s.$, cross each other. The time taken by the trains to cross each other is:
APICET - 2025
APICET
Mathematical Ability
Arithmetic
If $3^{x-y} = 27$ and $3^{x+y} = 243$, then find (x, y).
APICET - 2025
APICET
Mathematical Ability
Algebra
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