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Abeer has 14 novels. Abeer’s friend Sanjay takes 3 of them and gives 2 novels to Abeer. Abeer donates 7 novels but buys 4. Joy takes 4 novels from Abeer and gives him 5. Abeer takes one novel from Sanjay and gives it to Joy in exchange for 3 more. Abeer gives those 3 novels to Sanjay and he gives Abeer a novel and a magazine. Rahul takes the magazine which Sanjay gave to Abeer and gives Abeer a textbook. Abeer gives the textbook to Joy in exchange for a novel. Rahul takes the novel from Sanjay, gives it to Joy for a magazine and gives Abeer the magazine for a novel. How many textbooks does Abeer have?
When a certain positive integer P is divided by another positive integer, the remainder is $${r_{1}}$$ . When a second positive integer Q is divided by the same integer, the remainder is $${r_{2}}$$ and when (P + Q) is divided by the same divisor, the remainder is $${r_{3}}$$ . Then the divisor may be :
When a number is divided by 65 then it gives 14 as a remainder, if the same number is divided by 13 then, find the remainder.
A number when divided by 24 leaves a remainder of 16, when divided by 28 leaves a remainder of 20, and when divided by 15 leaves a remainder of 7. Find the number?
A number, when divided by 18, leaves a remainder of 15, when divided by 9 leaves a remainder of 6, and when divided by 24 leaves a remainder of 21. Find the number.
N is the number, which when divided by 3 and 8 leaves the remainder 1 and 6, then which statement(s) is/are correct? A) If N is the largest two digit number, then sum of digit of N is 12. B) If N is the smallest three digit number, which when divided by 5, then remainder will be 3. C) If N is the largest two digit number, then N is an even number. Which statement(s) is/are true?
Find the least number which when divided by 12, leaves a remainder of 7; when divided by 15, leaves a remainder of 10 and when divided by 16, leaves a remainder of 11 = ?
A number when divided by 3 leaves a remainder 1 . When the quotient is divided by 2, it leaves a remainder 1. What will be the remainder when the number is divided by 6?
When a number is divided by 3, the remainder is 2. Again, when the quotient is divided by 7, the remainder is 5. What will be the remainder when the original number is divided by 21?
A number when divided by 11, it leaves remainder 3. We get remainder 5, when the quotient obtained is divided by 9. What will be the remainder when this number is divided by 3?