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Q: How do you write the remainder as a whole number?
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How do you write a remainder as a whole number?

No one knows


How do you write improper fractions as a mixed number or a whole number?

To convert an improper fraction to a mixed number, divide the denominator into the numerator. The answer is the whole number. Put any remainder over the original denominator to create the fraction part. If the remainder is zero, it's just a whole number.


What is a whole number that divides into another with no remainder?

It's a factor of the whole number that it divides into with no remainder.


How do you covert frctions into mixed numbers?

You divide. The whole number, which is the result of the division, you write as a whole number; the remainder, you put over the denominator. For example, 16/7 = 2 r 2 (2, with a remainder of 2), so you write the result as 2 2/7.


When you are dividing 7012 divided by 7 how do you write the remainder as a whole number?

1001.7143


How do you write 7 3rds as a mixed number?

Divide 7 by 3, using integer division. Write the result (which must be an integer) as the whole number. Write the remainder as the numerator, over the number 3 which is the denominator.


When remainder is zero the improper fraction is?

When the remainder is zero the answer is a whole number. Put that number over 1 for an improper fraction.


Write 23 over 8 into whole number?

You can't express 23/8 as just one whole number; the result is not integral. The nearest you can come is "2 with a remainder of 7".


Can a remainder be larger than the whole number?

No, if you have a remainder larger than your whole number, you must have divided incorrectly. very good


What is a whole number that divides a nonzero whole number and a remainder of zero?

factor


When a number divides into a whole number and there is no remainder what is it?

A factor.


How do you Turn 37 over 9 into a mixed number?

You divide, in this case, 37 by 9 (division with remainder).The result is the whole number; write the remainder over the 9, for the fractional part.