a system of inequalities, where x is the rate of a spaceship in a video game and y is where the ship travels…

a system of inequalities, where x is the rate of a spaceship in a video game and y is where the ship travels on the screen in 3.5 seconds, is represented by the graph. which symbol could be written in both circles in order to represent this system algebraically? y ○ 3x x ○ -2 ○ ≤ ○ ≥ ○ < ○ >

a system of inequalities, where x is the rate of a spaceship in a video game and y is where the ship travels on the screen in 3.5 seconds, is represented by the graph. which symbol could be written in both circles in order to represent this system algebraically? y ○ 3x x ○ -2 ○ ≤ ○ ≥ ○ < ○ >

Answer

Answer:

≥

Explanation:

Step1: Analyze the line (y = 3x)

The line (y = 3x) has a solid line in the graph, which means the inequality includes the points on the line. Also, the shaded - region is above the line (y = 3x). For a line (y=mx + b) (here (m = 3) and (b = 0)), when the shaded region is above the line and the line is solid, the inequality is (y\geq mx + b), so (y\geq3x).

Step2: Analyze the line (x=-2)

The line (x = - 2) is a vertical solid line. The shaded region is to the right of the line (x=-2). For a vertical line (x = a) (here (a=-2)), when the shaded region is to the right of the line and the line is solid, the inequality is (x\geq a), so (x\geq - 2). So the symbol that can be written in both circles is (\geq).