In order to determine the solution to a system of equations, I would need the actual equations presented in the system. However, based on the response options provided, I can give you a general idea of their meanings:
- (0, 3): This point would be a solution if plugging x=0 and y=3 into both equations makes them true.
- No Solution: This means the lines represented by the equations are parallel and do not intersect.
- (2, 0): This point would be a solution if plugging x=2 and y=0 into both equations makes them true.
- (4, 5): This point would be a solution if plugging x=4 and y=5 into both equations makes them true.
- Infinite Solutions: This means the equations represent the same line, thus intersecting at an infinite number of points.
- (-6, 0): This point would be a solution if plugging x=-6 and y=0 into both equations makes them true.
If you provide the specific equations, I can help you determine the correct answer from the options given.