Question

graph the solution and write the set in interval notation.
$5\leq x + 5\leq9$
part 1 of 2
the graph of the solution set is
part 2 of 2
the solution set is written in interval notation as

Explanation:

Step1: Isolate $x$ (subtract 5 all terms)

$5-5 \leq x+5-5 \leq 9-5$

Step2: Simplify each term

$0 \leq x \leq 4$

Step3: Graph setup

For the number line: Plot closed dots at $0$ and $4$, then shade the segment between them (since both endpoints are included due to $\leq$).

Answer:

Part 1 (Graph):

Draw closed (filled) vertical lines at $x=0$ and $x=4$ on the number line, then shade the region between these two points.

Part 2 (Interval Notation):

$[0,4]$