There were a total of 10 bicycles and tricycles. If the total number of wheels was 24, how many tricycles were there?
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Qn #2015
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Qn #2003
If $x$ and $y$ are the two digits of the number $565xy$ such that the number is divisible by $80$, then $x+y$ equals
Qn #2000
Four friends – Arjan, Bhuvan, Guran and Lakha were comparing the number of sheep they owned.
Guran has 10 more sheep than Lakha.
Arjan gave one third to Bhuvan, Bhuvan gave one fourth of what he then held to Guran,
Guran passed one fifth of his holding to Lakha.
After this, all had equal number of sheep.
How many sheep did each possess? (Minimum possible)
Qn #1908
When you reverse the digits of the number 13, the number increases by 18. How many other two digit numbers increase by 18 when their digits are reversed?
Qn #1893
Rajita has unique way of attempting the question paper having 50 questions. She starts from question 1 and attempts all questions which are in A.P. with a common difference of 3 in the forward direction and 3 in reverse direction. If she reaches a stage when she cannot attempt any more question, she starts in the reverse direction with the first unanswered question. She repeats the same process and when she reaches a stage when she can not process any further, she reverses her direction again starting with the first unanswered question.
How many times does she reverse her direction?
Qn #1892
Rajita has unique way of attempting the question paper having 50 questions. She starts from question 1 and attempts all questions which are in A.P. with a common difference of 3 in the forward direction and 3 in reverse direction. If she reaches a stage when she cannot attempt any more question, she starts in the reverse direction with the first unanswered question. She repeats the same process and when she reaches a stage when she can not process any further, she reverses her direction again starting with the first unanswered question.
Which is the 20th question Rajita answers?
Qn #1891
Rajita has unique way of attempting the question paper having 50 questions. She starts from question 1 and attempts all questions which are in A.P. with a common difference of 3 in the forward direction and 3 in reverse direction. If she reaches a stage when she cannot attempt any more question, she starts in the reverse direction with the first unanswered question. She repeats the same process and when she reaches a stage when she can not process any further, she reverses her direction again starting with the first unanswered question.
Which is the last question that she answers if she attempts all the 50 questions?
Which is the last question that she answers if she attempts all the 50 questions?
Qn #1889
How long would it take you to count 1 billion orally if you could count 200 every minute and were given a day off every four years? Assume that you start counting on 1 January 2001.
Qn #1887
A teacher gave a student the task of adding ‘N’ natural numbers starting from 1. After a while, the student reported his result as 700. The teacher replied that the result was wrong. The student realized he had added one number twice. Find the sum of digits of the number which the student had added twice.
Qn #1885
Bala had three sons. He had some chocolates which he distributed among them. To his eldest son, he gave 3 chocolates more than half the number of chocolates with him. To his second eldest son he gave 4 chocolates more than one third of the remaining number of chocolates with him. To his youngest son he gave 4 chocolates more than one fourth of the remaining number of chocolates with him. He was left with 11 chocolates. How many chocolates did he initially have?
Qn #1574
In a certain school, the number of students in each section was 24. After admitting some students, three
new sections have been started and now there are 16 sections with 21 students in each. What is the number of newly admitted students?
Qn #1474
The students in three classes are in the ratio 2 : 3 : 5. If 20 students are increased in each class, the ratio changes to 4 ∶ 5 ∶ 7. The total number of students before the increase were
Qn #1468
There are five different boxes of different unknown weights each less than 100 kg. These boxes were
weighted in pairs and the weights obtained are 110, 112, 113, 114, 115, 116, 117, 118, 120 and 121 kg.
What is the weight in kg of the heaviest box?
Qn #1404
In an examination, there are 100 questions divided into 3 parts A, B, C, and each part should
contain at least one question. Each question in parts A, B, and C carry 1, 2 and 3 marks
respectively. Part A is for at least 60% of the total marks and part B should contain 23
questions. How many questions must be set in part C?
Qn #1373
Using only 2, 5,10, 25 and 50 paise coins, what is the smallest number of coins required to pay
exactly 78 paise, 69 paise and Rs. 1.01 to three different persons?
Qn #1331
405 sweets were distributed equally among a group of children such that the number of sweets received by each child is one-fifth of the number of children. The number of children in the group is
Qn #1325
A family has several children. Each boy in this family has as many sisters as brothers, but each girl has twice as many brothers as sisters. How many brothers and sisters are there?
Qn #1301
Three thieves rob a bakery of bread, one after the other. Each thief takes half of what is present and half bread. If 3 breads remain at the end, what is the number of breads that were present initially?
Qn #1150
Fresh grapes contain 90% by weight while dried grapes contain 20% water by weight. What is the weight of dry grapes available from 20 kg of fresh grapes?
Qn #1136
A dealer offers sells half of the eggs that he has and another half an egg to Anurag. Then he sells half of the balance eggs and another half an egg to Deepak. Then he sells half of the balance eggs and another half an egg to Sivani. In the end he is left with just 7 eggs and he claims that he never broke an egg. How many eggs did he start with?
Qn #1133
Using only 2, 5, 10, 25 and 50 paise coins, the smallest number of coins required to pay exactly 79 paise, 66 paise and Re 1.01 to three different persons is
Qn #1129
The integers 34041 and 32506, when divided by a 3 - digit integer n, leave the same remainder. What can be the value of n?
Qn #1125
The greatest number which on dividing 1657 and 2037 leaves remainders 6 and 5 respectively, is:
Qn #960
If the numerator of a fraction is increased by 25%
and denominator decreased by 20%, the new value is
5/4. What is the original value?
Qn #955
In an examination, 78% of the total students who
appeared were successful. If the total number of
failures was 176 and 34% got first class, then how
many students got first class?
Qn #950
Shiva gave 40% of his monthly salary to his mother
from the remaining he used 7% for electronic gadgets
and 23% he kept aside for his monthly expenses. The
remaining amount he transferred to his friend’s
account. The sum of the amount he gave to his
mother and he transferred to his friend account was
41000. What was Shiva’s monthly salary?
Qn #949
In a competitive examination in Maharashtra state
9% candidates got selected from the total appeared
candidates. Tripura state had an equal number of
candidates appeared and 12% candidates got selected
with 102 more candidates got selected than
Maharashtra state. What was the number of
candidates appeared from each state?
Qn #941
A total of 324 notes comprising of Rs. 20 and Rs. 50
denominations make a sum of Rs. 12450. The
number of Rs. 20 notes is
Qn #935
Qn #934
Qn #923
A set of consecutive positive integers beginning with
1 is written on the blackboard. A student came along
and erased one number. The average of the remaining
numbers is $35\frac{7}{15}$. What was the number erased?
Qn #685
On Monday, Akash ran 4 km less than the distance he ran on Tuesday. Sanjay, who ran the same distance on Monday and Tuesday, ran 5 km more on Tuesday than the distance Akash ran on Monday. Find the difference between the distances covered by Akash and Sanjay over the two days.
Qn #496
At an IIM entrepreneurship summit, two young founders - Karan and Deepak -
introduced their startup. In their quirky opening, they said: "The product of our ages is 240.
And just like in our startup strategy, twice Deepak's age is 4 years more than Karan's age."
How old was Deepak two years ago?
Qn #495
A two digit number is such that the product of its digits is 12. If 36 is added
to the number, the digits
interchange their places. What is the number?
Qn #380
Qn #282
If it is possible to form a number with the second, the fifth and the eighth digits of the number 31549786 which is the perfect square of a two-digit even number, which of the following will be the second digit of the even number?
Qn #240
The sum of seven numbers is 235. The average of the first three is 23 and that of the last three is 42. The fourth number is:
Qn #239
A number 243 is divided into three parts such that half of the first part, one-third of the second part and one-fourth of the third part are equal. The largest part is:
Qn #229
Qn #148
Four sisters- Suvarna, Tara, Uma and Vibha are playing a game such that the loser doubles the money of each of the other players from her share. They played four games and each sister lost one game in alphabetical order. At the end of fourth game, each sister has Rs. 32. Who started with the lowest amount?
Qn #108
A boy was asked to multiply a number by 22. He instead multiplied the number by 44 and got the answer 308 more than the correct answer. What was the number to be multiplied?