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Which of the following options shows the number greater than 798 ?
- a)5 hundreds 8 tens 4 ones
- b)Largest 3-digit number
- c)7 hundreds 9 tens 5 ones
- d)Smallest 3-digit number
Correct answer is option 'B'. Can you explain this answer?
Verified Answer
Which of the following options shows the number greater than 798 ?a)5 ...
- To determine which number is greater than 798, compare each option:
- A: 5 hundreds 8 tens 4 ones = 584, which is less than 798.
- B: Largest 3-digit number = 999, which is greater than 798.
- C: 7 hundreds 9 tens 5 ones = 795, which is less than 798.
- D: Smallest 3-digit number = 100, which is less than 798.
- Therefore, the correct answer is B: Largest 3-digit number.
- A: 5 hundreds 8 tens 4 ones = 584, which is less than 798.
- B: Largest 3-digit number = 999, which is greater than 798.
- C: 7 hundreds 9 tens 5 ones = 795, which is less than 798.
- D: Smallest 3-digit number = 100, which is less than 798.
- Therefore, the correct answer is B: Largest 3-digit number.
Most Upvoted Answer
Which of the following options shows the number greater than 798 ?a)5 ...
Understanding the Options
To determine which option is greater than 798, let’s evaluate each one.
Option A: 5 hundreds 8 tens 4 ones
- This represents the number 584 (5 hundreds + 8 tens + 4 ones).
- 584 is less than 798.
Option B: Largest 3-digit number
- The largest 3-digit number is 999.
- 999 is greater than 798.
Option C: 7 hundreds 9 tens 5 ones
- This corresponds to the number 795 (7 hundreds + 9 tens + 5 ones).
- 795 is less than 798.
Option D: Smallest 3-digit number
- The smallest 3-digit number is 100.
- 100 is less than 798.
Conclusion
Among the options:
- Option A (584), Option C (795), and Option D (100) are all less than 798.
- Only Option B (999) is clearly greater than 798.
Therefore, the correct answer is indeed Option B: Largest 3-digit number. This option is the only one that meets the condition of being greater than 798.
To determine which option is greater than 798, let’s evaluate each one.
Option A: 5 hundreds 8 tens 4 ones
- This represents the number 584 (5 hundreds + 8 tens + 4 ones).
- 584 is less than 798.
Option B: Largest 3-digit number
- The largest 3-digit number is 999.
- 999 is greater than 798.
Option C: 7 hundreds 9 tens 5 ones
- This corresponds to the number 795 (7 hundreds + 9 tens + 5 ones).
- 795 is less than 798.
Option D: Smallest 3-digit number
- The smallest 3-digit number is 100.
- 100 is less than 798.
Conclusion
Among the options:
- Option A (584), Option C (795), and Option D (100) are all less than 798.
- Only Option B (999) is clearly greater than 798.
Therefore, the correct answer is indeed Option B: Largest 3-digit number. This option is the only one that meets the condition of being greater than 798.
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Which of the following options shows the number greater than 798 ?a)5 hundreds 8 tens 4 onesb)Largest 3-digit numberc)7 hundreds 9 tens 5 onesd)Smallest3-digit numberCorrect answer is option 'B'. Can you explain this answer?
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