This is a graph of y < -3x + 4. What is true about point P on the graph? Point P is not a solution because it lies below the line. Point P is a solution because it is in the shaded region. Point P is not a solution because it is not on the line. Point P is a solution because all points are solutions.
This is a graph of y < -3x + 4. What is true about point P on the graph?
![[Deleted User]](https://quizzma.com/wp-content/plugins/WPQA/images/default-image.png "[Deleted User]"){kind=avatar}
Share
Point P is a solution because it is in the shaded region.
In a graph representing an inequality like ( y < -3x + 4 ), the region below the line (which is represented by the equation ( y = -3x + 4 )) is shaded. Any point in this shaded region satisfies the inequality, meaning it is a solution. If point P lies in this shaded area, it is indeed a solution.