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The human shows a graph of the system of linear equations which of the following points of inner solutions to the system of equations 0, 2 both of these are solutions 0 negative neither of these points are solutions

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To determine which points are solutions to a system of linear equations represented on a graph, you would typically check if these points satisfy all the equations in the system.

Assuming the points you've given are:

  1. (0, 2)
  2. (0, -2)
  3. (0, 0)

You would need to see if these points lie on the lines represented by the system of equations. If they do, they are solutions.

  • If (0, 2) satisfies both equations, it is a solution.
  • If (0, -2) satisfies both equations, it is a solution.
  • If (0, 0) satisfies both equations, it is a solution.

Since I don't have the actual equations or the graph, I can’t definitively say which points are solutions. You would need to verify each point against the equations in the system.

If you can provide the equations or the graph, I could help you determine which points are solutions.