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Identify the correct three-digit number:
  • I am a 3-digit number.
  • I am between 100 and 999.
  • My all digits are same.
  • Sum of my digits is 24.
  • a)
    777
  • b)
    444
  • c)
    666
  • d)
    888
Correct answer is option 'D'. Can you explain this answer?
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Identify the correct three-digit number: I am a 3-digit number. I am b...
Given the clues that all digits are the same, the number is between 100 and 999, and the sum of the digits is 24, the correct answer is 888 (8 + 8 + 8 = 24).
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Identify the correct three-digit number: I am a 3-digit number. I am b...
Understanding the Problem
To solve this riddle, we need to identify a three-digit number that meets specific criteria.
Criteria Breakdown
- Three-Digit Number: The number must be between 100 and 999.
- Same Digits: All three digits of the number should be identical.
- Sum of Digits: The sum of the digits must equal 24.
Identifying the Numbers
Since all digits are the same, we can represent the number as "XXX," where X is the digit that repeats three times. The possible candidates are:
- 111 (1+1+1=3)
- 222 (2+2+2=6)
- 333 (3+3+3=9)
- 444 (4+4+4=12)
- 555 (5+5+5=15)
- 666 (6+6+6=18)
- 777 (7+7+7=21)
- 888 (8+8+8=24)
- 999 (9+9+9=27)
Calculating the Sum of Digits
Now, we check the sums of the candidates:
- 111: 3
- 222: 6
- 333: 9
- 444: 12
- 555: 15
- 666: 18
- 777: 21
- 888: 24
- 999: 27
Finding the Correct Answer
Among these numbers, the only one that meets the criteria of having a digit sum of 24 is 888.
Conclusion
Thus, the correct answer is option 'D': 888. It is the only three-digit number made of the same digits where the sum equals 24.
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Identify the correct three-digit number: I am a 3-digit number. I am between 100 and 999. My all digits are same. Sum of my digits is 24.a)777b)444c)666d)888Correct answer is option 'D'. Can you explain this answer?
Question Description
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