To express the relationship "5 is less than $x$, and $x$ is less than 9" using inequality notation with $x$ appearing only once, you can combine both statements into a single compound inequality.

### Final Answer
The combined inequality can be written as:

$$
5

Question

To express the relationship "5 is less than $x$, and $x$ is less than 9" using inequality notation with $x$ appearing only once, you can combine both statements into a single compound inequality.

### Final Answer
The combined inequality can be written as:

$$
5 < x < 9
$$

This notation effectively communicates that $x$ is greater than 5 and less than 9 simultaneously, enclosing $x$ within the lower and upper bounds of 5 and 9, respectively. It's a concise and clear way to represent the range of values that $x$ can take according to the conditions specified.

Knowee AI · Accepted Answer

To express the relationship "5 is less than $x$, and $x$ is less than 9" using inequality notation with $x$ appearing only once, you can combine both statements into a single compound inequality.

### Final Answer
The combined inequality can be written as:

$$
5 < x < 9
$$

This notation effectively communicates that $x$ is greater than 5 and less than 9 simultaneously, enclosing $x$ within the lower and upper bounds of 5 and 9, respectively. It's a concise and clear way to represent the range of values that $x$ can take according to the conditions specified.

Write the following as an inequality.5 is less than x, and x is less than 9Use x only once in your inequality.

Question

Write the following as an inequality.

Solution

Final Answer

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