To find the solution to both equations, we need to find the point where the two lines intersect on the coordinate grid. This point represents a solution that satisfies both equations.
Without knowing the equations of the lines, we cannot determine the solution accurately. However, we can try to estimate the intersecting point based on the given options.
Looking at the options:
A) (-5, -1)
B) (-1, -5)
C) (1, 5)
D) (-1, 5)
If we plot these points on the coordinate grid and see if they lie on both lines, we can determine the correct solution.
Let's say the first line passes through point (-5, -1) and the second line passes through point (-1, -5). If both points lie on both lines, then option A would be the solution.
However, without knowing the equations of the lines, we cannot accurately determine the solution. It is best to graph the lines and find the point of intersection.
The two lines graft on the coordinate grid each represent an equation which ordered pair represents a solution to both equations a-5, -1 B -1, -5 c1, 5 D -1, 5
1 answer
1 answer