The approximate solution of the linear system represented by the graph can be found by estimating the coordinates of the point where the two lines intersect.
From the description provided, we know that the point of intersection is located on the second vertical gridline right of the origin and halfway between the x-axis and the first horizontal gridline below the x-axis.
Since each gridline represents 2 units, the x-coordinate of the point of intersection would be 2 units (second vertical gridline) and the y-coordinate would be -1 unit (halfway between the x-axis and the first horizontal gridline below the x-axis).
Therefore, the approximate solution of the linear system is (2, -1).
What is the approximate solution of the linear system represented by the graph below?
Two lines are drawn on a coordinate plane. Each gridline on the represents 2 units. The lines intersect on the second vertical gridline right of the origin and halfway between the x-axis and first horizontal gridline below the x-axis.
you solve it and tell me why it is
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