needing definitions
1.One solution of the system by graphing
2. No solution of the system by graphing
3. Infinite solutions to the system by graphing
1. One solution of the system by graphing: This refers to a system of linear equations in which the two lines representing the equations intersect at a single point. The coordinates of the point of intersection represent the solution to the system.
2. No solution of the system by graphing: This refers to a system of linear equations in which the two lines representing the equations are parallel and do not intersect. Therefore, there is no point of intersection and no solution exists for the system.
3. Infinite solutions to the system by graphing: This refers to a system of linear equations in which the two lines representing the equations coincide, meaning they are essentially the same line. As a result, every point on the line is a solution to the system, leading to an infinite number of solutions.