Maths is one of the subjects that scares candidates preparing for CLAT exam. It is not very difficult as you have studied all the topics in class X. All you need is to keep in touch.
We tend to forget Maths and the formulas used to solve the questions. We help you find material to practice so that you can keep testing yourself again the CLAT Maths Question. The answers to these questions are provided at the end for your reference.
1. If we have three numbers such that the first and second numbers are 20% and 25% less than a third number, respectively. If the second number is x% of the first number. Then x is equal to:
(a) 80 1/6 %
(b) 93 ¾ %
(d) None of these
2. The least number which should be added to 1534 to make it exactly divisible by 31 is:
3. Which of the following is definitely true for the number of pairs which have 16 as their H.C.F. and 136 as their L.C.M.:
(a) Only one such pair exists
(b) Only two such pairs exist
(c) Many such pairs exits
(d) No such pair exists
4. The difference between the digits of a two-digit number is 4. What is the digit in unit's place?
To find out the answer, which of the information given in the statements P and Q is/are sufficient.
P: The difference between the number and the number obtained by interchanging the positions of the digits is 36.
Q: The sum of the digits of that number is 12.
(a) Only P is sufficient
(b) Only Q is sufficient
(c) Both P and Q are needed
(d) Either P or Q is sufficient
5. Two years ago, a man was 6 times as old as his son. After 18 years, he will be twice as old as his son. Their present ages are:
(a) 32, 7
(b) 34, 9
(c) 36, 11
(d) None of these
6. To fill a cistern, pipes A, B, and C takes 20 minute, 15 minutes and 12 minutes respectively. The time in minutes that the three pipes together will take to fill the cistern, is:
(d) 15 2/3
7. A shopkeeper purchased a chair marked at Rs. 800, at two successive discounts of 10% and 15% respectively. He spent Rs. 28 on transportation and sold the chair for Rs. 800. His gain per cent is
8. A train passes two bridges of lengths 800m and 400m in 100 seconds and 60 seconds respectively. The length of the train is
(a) 80 m
(b) 90 m
(c) 200 m
(d) 150 m
9. If the perimeters of a square and a rectangle are the same, then the areas A and B enclosed by them would satisfy the condition:
(a) A < B
(b) A ≤ B
(c) A ≥ B
(d) A > B
10. A right cylinder and a right circular cone have the same radius and the same volume. The ratio of the height of the cylinder to that of the cone is:
(a) 3: 5
(b) 2: 5
(c) 3: 1
(d) 1: 3
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