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Any non-negative number less than 8.

If the number being divided is not a whole number, the remainder will not be a whole number either.

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Q: Which number could be a reminder for a problem with a divisor of 8?
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Is 6 a divisor why or why not?

When 6 appears in an arithmetic problem, it could be a divisor, a quotient, a factor, a dividend, a subtrahend, a minuend, an exponent, a product, or a couple of other things. That's one of the beauties of our number system --- any number can show up in any position, and can take on any role, in a numerical calculation. Show us how the '6' fits into a problem, and we can see what function it has in that particular problem.


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What is the greatest common divisor of 9 and 2?

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What can be the largest possible remainder if the divisor in a given division problem is 48?

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