Which Shows A Graph Of A Linear Equation In Standard Form Ax + By = C, Where A = 0, B Is Positive, And C Is Negative? A Coordinate Plane With A Vertical Line Passing Through (1, Negative 4), (1, 0) And (1, 4). A Coordinate Plane With A Vertical Line Passing Through (Negative 2, Negative 4), (Negative 2, 0) And (Negative 2, 4). A Coordinate Plane With A Horizontal Line Passing Through (Negative 4, 4), (0, 4) And (Negative 4, 4). A Coordinate Plane With A Horizontal Line Passing Through (Negative 4, Negative 3), (0, Negative 3) And (4, Negative 3).. Ax+by= c in general, a, b, and c are real numbers. For every value of x, the value of y is 4.
The graph of x = c is the vertical line passing through the point (c, 0). However, it is preferred for a, b, and c to be the smallest possible integers and for a. For every value of x, the value of y is 4.
