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If largest 3-digit number is divided by smallest 2-digit number, then:
  • a)
    Q = 98, R = 9
  • b)
    Q = 10, R = 99
  • c)
    Q = 10, R = 9
  • d)
    Q = 9, R = 10
Correct answer is option 'A'. Can you explain this answer?
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If largest 3-digit number is divided by smallest 2-digit number, then:...
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If largest 3-digit number is divided by smallest 2-digit number, then:...
To find the largest 3-digit number, we need to find the maximum value that can be formed using three digits. The largest digit available is 9, so the largest 3-digit number will be 999.

To find the smallest 2-digit number, we need to find the minimum value that can be formed using two digits. The smallest digit available is 1, so the smallest 2-digit number will be 10.

Now, let's divide the largest 3-digit number (999) by the smallest 2-digit number (10) to find the quotient (Q) and the remainder (R).

999 ÷ 10 = 99 remainder 9

Therefore, the quotient (Q) is 99 and the remainder (R) is 9.

Hence, option 'A' is the correct answer:

a) Q = 98, R = 9

Explanation:
- The largest 3-digit number is 999 and the smallest 2-digit number is 10.
- Dividing 999 by 10 gives a quotient of 99 and a remainder of 9.
- Therefore, option 'A' is the correct answer.
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If largest 3-digit number is divided by smallest 2-digit number, then:a)Q = 98, R = 9b)Q = 10, R = 99c)Q = 10, R = 9d)Q = 9, R = 10Correct answer is option 'A'. Can you explain this answer?
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