Question

wnat statement best describes tne error in tne following solution?

-13 < x - 10

-13 + 10 < x - 10 + 10

-3 < x

a closed circle should have been used on the graph.

10 should have been subtracted from both sides.

the arrow is pointing in the wrong direction on the graph.

Explanation:

Step1: Analyze the inequality solution

The inequality \( - 13-3\).

Step2: Analyze the graph

For the inequality \(x > - 3\), the graph should have an open circle at \(-3\) (since \(x
eq - 3\)) and the arrow should point to the right (towards larger numbers as \(x\) is greater than \(-3\)). But in the given graph, the arrow is pointing to the left.

Answer:

The arrow is pointing in the wrong direction on the graph.