The graph of two equations along with the points of intersection are given. Substitute the points of intersection
into the systems of equations. Are the points of intersection solutions to the system of equations (Y/N)?
-
A)Yes
B)No

Question

The graph of two equations along with the points of intersection are given. Substitute the points of intersection
into the systems of equations. Are the points of intersection solutions to the system of equations (Y/N)?
-
A)Yes 
B)No

Quizplus · Accepted Answer

If the points of intersection are substituted into the systems of equations and they satisfy both equations, then they are solutions to the system of equations. Since the question states that the points of intersection are given, we can substitute them into the equations and check if they satisfy both equations. If they do, the answer is yes (A), and if they do not, the answer is no (B). If the points of intersection were not solutions to the system of equations, then they would not be on the graph of both equations. Therefore, if they are on both graphs, they must be solutions to the system of equations.

The Graph of Two Equations Along with the Points of Intersection