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Put $4$ , $1$ , and $-8$ in order from least to greatest. You can use the number line to help. $\newline$ Order Items: $\left[\left[4\right]\left[1\right]\left[-8\right]\right]$

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Full solution

Q. Put

4

,

1

, and

-8

in order from least to greatest. You can use the number line to help.

\newline

Order Items:

\left[\left[4\right]\left[1\right]\left[-8\right]\right]

Identify numbers and signs: Step $1$ : Identify the numbers given and their signs. $\newline$ We have $4$ (positive), $1$ (positive), and $-8$ (negative).
Compare numbers: Step $2$ : Compare the numbers. $\newline$ Since $-8$ is negative, it is less than both $4$ and $1$ , which are positive.
Compare $4$ and $1$ : Step $3$ : Compare $4$ and $1$ . $4$ is greater than $1$ .
Arrange from least to greatest: Step $4$ : Arrange the numbers from least to greatest. $\newline$ The order is $-8$ , $1$ , $4$ .

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