Quantitative Aptitude • Number System & SimplificationEasy
What is the smallest number that must be added to 9,362 so that the result is exactly divisible by 17?
A. 6
B. 5✓ Correct Answer
C. 12
D. 17
💡 Solution & Explanation
Divide 9,362 by 17: the quotient is 550 and the remainder is 12. To reach the next multiple of 17, add 17 − 12 = 5. Check: 9,362 + 5 = 9,367, which is 17 × 551. Note that 12 is the number to subtract, not add, to get a multiple of 17.
More Quantitative Aptitude Number System & Simplification questions
- Simplify: (48² − 6²) ÷ (48 − 6)
- What is the greatest number that divides 379, 414 and 171, leaving remainders 1, 8 and 3 respectively?
- What is the greatest number that divides 27, 200 and 131, leaving remainders 6, 4 and 5 respectively?
- A number leaves a remainder of 15 when divided by 24. What remainder will it leave when divided by 6?
- A number leaves a remainder of 26 when divided by 35. What remainder will it leave when divided by 5?