Question

question image (a coordinate grid with two lines, one red and one blue, intersecting; grid has x - axis marked -10, -5, 0, 5 and y - axis marked -10, -5, 0)

Explanation:

To solve for the intersection point of the two lines (red and blue) on the graph, we analyze the coordinates:

Step 1: Identify the grid and intersection

The graph has a coordinate grid with x - axis (horizontal) and y - axis (vertical). Each grid square likely represents 1 unit. By observing the intersection of the red and blue lines, we look at the x and y coordinates.

Step 2: Determine x - coordinate

Looking at the x - axis, the intersection point is at \( x=-4 \) (since it's 4 units to the left of the origin, \( x = 0 \)).

Step 3: Determine y - coordinate

Looking at the y - axis, the intersection point is at \( y=-8 \) (since it's 8 units below the origin, \( y = 0 \)).

Answer:

The intersection point of the two lines is \( (-4, -8) \)