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A number consists of 3 different digits. The ones and tens place digits are both divisible by 4. The hundreds place digit is multiple of 7. Which of the following can be the number?
- a)784
- b)647
- c)864
- d)282
Correct answer is option 'A'. Can you explain this answer?
Most Upvoted Answer
A number consists of 3 different digits. The ones and tens place digit...
Understanding the Problem
To determine which number satisfies the given conditions, we need to analyze the criteria:
- The number must consist of 3 different digits.
- The ones and tens place digits must be divisible by 4.
- The hundreds place digit must be a multiple of 7.
Evaluating Each Option
Let's look at each option:
- Option a) 784
- Hundreds place: 7 (multiple of 7)
- Tens place: 8 (divisible by 4)
- Ones place: 4 (divisible by 4)
- Digits: 7, 8, 4 (all different)
This option satisfies all the conditions.
- Option b) 647
- Hundreds place: 6 (not a multiple of 7)
This option fails the hundreds place condition.
- Option c) 864
- Hundreds place: 8 (not a multiple of 7)
This option also fails the hundreds place condition.
- Option d) 282
- Hundreds place: 2 (not a multiple of 7)
This option fails the hundreds place condition as well.
Conclusion
After evaluating all options, only option a) 784 meets all the specified criteria:
- Different Digits: 7, 8, and 4 are all unique.
- Divisibility:
- 8 (tens) is divisible by 4.
- 4 (ones) is divisible by 4.
- Hundreds Place: 7 is a multiple of 7.
Thus, the correct answer is option a) 784.
To determine which number satisfies the given conditions, we need to analyze the criteria:
- The number must consist of 3 different digits.
- The ones and tens place digits must be divisible by 4.
- The hundreds place digit must be a multiple of 7.
Evaluating Each Option
Let's look at each option:
- Option a) 784
- Hundreds place: 7 (multiple of 7)
- Tens place: 8 (divisible by 4)
- Ones place: 4 (divisible by 4)
- Digits: 7, 8, 4 (all different)
This option satisfies all the conditions.
- Option b) 647
- Hundreds place: 6 (not a multiple of 7)
This option fails the hundreds place condition.
- Option c) 864
- Hundreds place: 8 (not a multiple of 7)
This option also fails the hundreds place condition.
- Option d) 282
- Hundreds place: 2 (not a multiple of 7)
This option fails the hundreds place condition as well.
Conclusion
After evaluating all options, only option a) 784 meets all the specified criteria:
- Different Digits: 7, 8, and 4 are all unique.
- Divisibility:
- 8 (tens) is divisible by 4.
- 4 (ones) is divisible by 4.
- Hundreds Place: 7 is a multiple of 7.
Thus, the correct answer is option a) 784.
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Community Answer
A number consists of 3 different digits. The ones and tens place digit...
- The digits in the ones and tens places must be divisible by 4, meaning these digits can be 4 or 8.
- The digit in the hundreds place must be a multiple of 7, so the digit must be 7.
So, the possible valid numbers are:
- Hundreds place = 7, Tens place = 8, Ones place = 4 → 784
- Hundreds place = 7, Tens place = 4, Ones place = 8 → 748
However, you are asking for the number 784, which satisfies all the conditions:
- Hundreds digit = 7 (multiple of 7)
- Tens digit = 8 (divisible by 4)
- Ones digit = 4 (divisible by 4)
Thus, the required number is 784.
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Question Description
A number consists of 3 different digits. The ones and tens place digits are both divisible by 4. The hundreds place digit is multiple of 7. Which of the following can be the number?a)784b)647c)864d)282Correct answer is option 'A'. Can you explain this answer? for Class 5 2025 is part of Class 5 preparation. The Question and answers have been prepared according to the Class 5 exam syllabus. Information about A number consists of 3 different digits. The ones and tens place digits are both divisible by 4. The hundreds place digit is multiple of 7. Which of the following can be the number?a)784b)647c)864d)282Correct answer is option 'A'. Can you explain this answer? covers all topics & solutions for Class 5 2025 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for A number consists of 3 different digits. The ones and tens place digits are both divisible by 4. The hundreds place digit is multiple of 7. Which of the following can be the number?a)784b)647c)864d)282Correct answer is option 'A'. Can you explain this answer?.
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