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Solve for $x$ and graph the solution on the number line below. $\newline$ $18 < 10+x$ $\newline$ Answer Attempt $1$ out of $2$ $\newline$ $< \geq \leq \geq 2$ or $\newline$ Inequality Notation: $\newline$ Number Line:

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Simplify complex fractions

Full solution

Q. Solve for

x

and graph the solution on the number line below.

\newline

18 < 10+x

\newline

Answer Attempt

1

out of

2

\newline

< \geq \leq \geq 2

or

\newline

Inequality Notation:

\newline

Number Line:

Isolate Variable $x$ : Isolate the variable $x$ on one side of the inequality. $\newline$ To do this, we need to subtract $10$ from both sides of the inequality. $\newline$ $18 < 10 + x$ $\newline$ $18 - 10 < 10 + x - 10$ $\newline$ $8 < x$
Write Correct Notation: Write the inequality in the correct notation. $\newline$ The inequality $8 < x$ can also be written as $x > 8$ , which means that $x$ is any number greater than $8$ .
Graph Solution: Graph the solution on the number line. $\newline$ To graph $x > 8$ on the number line, we make an open circle at $8$ and shade the line to the right of $8$ , indicating that $x$ can be any number greater than $8$ .

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