Intersection points of a graph are points where two or more lines or curves on a graph intersect or cross each other. These points represent the values where the equations of the lines or curves are equal.
The intersection points of a graph can be found by solving the equations of the lines or curves at the point where they intersect. This can be done by setting the equations equal to each other and solving for the variables.
Yes, a graph can have multiple intersection points. The number of intersection points depends on the number of lines or curves on the graph and how they are positioned in relation to each other.
In a real-world context, intersection points can represent solutions to systems of equations or the points where two objects or paths intersect in space.
Yes, it is possible for a graph to have no intersection points. This can occur if the lines or curves on the graph never intersect or if they are parallel to each other.