Which of the points below are solutions to the following equation? -x+6y=-12 (-1,-(19)/(6)) (11,0) (6,0) (0,-1) None of the above.

To determine which of the given points are solutions to the equation , we need to substitute each point into the equation and see if it satisfies the equation.1. For the point \((-1, -\frac{19}{6})\): This point does not satisfy the equation.2. For the point \((11, 0)\): This point does not satisfy the equation.3. For the point \((6, 0)\): This point does not satisfy the equation.4. For the point \((0, -1)\): This point does not satisfy the equation.Since none of the given points satisfy the equation , the correct answer is:**None of the above.**