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What is the largest six digit number divisible by 83?

Published in Mathematics 1 min read

The largest six-digit number divisible by 83 is 999,994.

Here's how to find that number:

  1. Identify the largest six-digit number: The largest six-digit number is 999,999.

  2. Divide by 83: Divide 999,999 by 83.
    999,999 / 83 ≈ 12048.18

  3. Take the integer part: We only care about how many whole times 83 goes into 999,999. Take the integer part of the result of the division: 12048.

  4. Multiply by 83: Multiply this integer by 83: 12048 * 83 = 999,994

  5. Verify: The result, 999,994, is a six-digit number and is divisible by 83 (999,994 / 83 = 12048). Any larger multiple of 83 would be a seven-digit number.

Therefore, 999,994 is the largest six-digit number divisible by 83.

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