Question

How do you rewrite `34/9` as a mixed number?

Answer 1

Apply the long division method to the fraction here.

Explanation:

Simply divide 34 by 9 and the divisor becomes the denominator while the quotient becomes the numerator. The remainder becomes the number at the side.

The final answer is `3(7/9)`

Here are the terminologies.

Answer 2

`34/9=3 7/9`

Explanation:

Divide `34` by `9`. The whole number will be the quotient and the remainder will be the new numerator.

`34-:9="3 R7"`

`34/9=3 7/9`

Answer 3

`3 7/9`

Explanation:

A mixed number is a whole number and a fraction.

Divide `34 " by " 9` to see how many whole numbers are contained in

`34/9`

`3 xx 9 = 27` so there are 3 whole numbers in the improper fraction.

`34 - 27 = 7` after subtracting the `27/9` contained in the whole number `3`. There are `7` ninths left over so

`34/9 = 3 7/9`

Answer 4

`34/9 = 3 7/9`

Explanation:

A mixed number, or mixed fraction, consists of a whole number part and a fraction.

`34/9` can be read as 'thirty-four ninths'.

'nine ninths' gives a whole number.

We can consider `34/9` as `(9+9+9+7)/9`

`= 9/9+9/9+9/9+7/9`

`= 1+1+1+7/9`

`=3 7/9`

You can also just divide `27` by `9` to get a whole number answer with a remainder:

`34div 9 = 3 " rem " 7`

`= 3 7/9`