Question

3.19, 2 1/11, 3.181, 25/8, from least to greatest Thanks... :)

Answer 1

`2(1)/(11),`
`(25)/(8)`,
`3.181`, ,
`3.19`.

Explanation:

We are given the following set of numbers which consists of decimals, mixed numbers and improper fractions and we are to rearrange them in ascending order.

For this, we can change them all to decimals or fractions. We will go with decimals to make it easier.

`3.19 \implies 3.19`

`2(1)/(11) \implies (23)/(11) \implies 2.09`

`3.181 \implies 3.181`

`(25)/(8) \implies 3.125`

So we get the following arrangement in ascending order:

`2(1)/(11)`,
`(25)/(8)`,
`3.181`, ,
`3.19`.

Answer 2

Answer:
`2\ (1)/(11), (25)/(8),\ 3.181,\ 3.19`

Explanation:

You can rewrite the fraction as a decimal number. Divide the numerator by the denominator. Then:

`(25)/(8) =3.125`

You can also rewrite the mixed number as a decimal number. Divide the numerator by the denominator and add this to the whole number. Then:

`2\ (1)/(11)=2+0.09=2.09`

Now, you can order the number from least to greatest:

`2.09, 3.125,\ 3.181,\ 3.19`

Or:

`2\ (1)/(11), (25)/(8),\ 3.181,\ 3.19`