Question

solve the inequality.
$3 \leq 7 + g$
the solution is $\square$.
graph the solution.

Explanation:

Step1: Isolate $g$ by subtracting 7

$3 - 7 \leq 7 + g - 7$

Step2: Simplify both sides

$-4 \leq g$ or $g \geq -4$

Step3: Determine graph style

Use a closed dot at $-4$, arrow right.

Answer:

The solution is $\boldsymbol{g \geq -4}$

For the graph: Place a closed (filled) dot at $-4$ on the number line, and draw an arrow pointing to the right (towards positive infinity) to represent all values greater than or equal to $-4$ (matching the third graph option: $\circ
ightarrow$ with a filled dot instead of open).