What is true about the solution(s) to this system of linear equations?
The solution is (4, 0).
There is no solution.
The solution is (0, -1).
There are infinitely many solutions.
What is true about the solution(s) to this system of linear equations?
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The correct statement about the solution(s) to the system of linear equations is: The solution is (4, 0).
This means that the point (4, 0) satisfies both equations in the system, making it a valid solution. If there were no solution, it would imply that the lines representing the equations are parallel and do not intersect. If the solution were (0, -1), it would need to satisfy both equations, which it does not. If there were infinitely many solutions, it would suggest that the equations represent the same line.
If you have more questions or need further clarification, feel free to ask!