A polygon is convex if and only if a segment connecting any two vertices never passes through the exterior of the polygon.If thi
s statement is true, then which of the following statements must also be true?A.A segment connecting any two vertices of a polygon never passes through the exterior of a polygon if and only if the polygon is not convex.B.A polygon is not convex if and only if a segment connecting any two vertices never passes through the exterior of the polygon.C.A polygon is convex if and only if a segment connecting any two vertices never passes through the interior of the polygon.D.A polygon is not convex if and only if a segment connecting any two vertices passes through the exterior of the polygon.
A is the same thing as the statement, only that it says if the polygon is convex. Same thing for B. C could've worked if it said exterior instead of interior. D is basically the converse of the statement.
Step-by-step explanation: the reason why is because to see if it is a function you must plot the points. then see if they are going to match. they don't. these are the coordinates