Q:

What is the converse of the statement? If a point lies in Quadrant III, then its coordinates are both negative. If the coordinates of a point are both negative, then the point is in Quadrant III. If the coordinates of a point are both negative, then the point is not in Quadrant I. If a point is in Quadrant I, then its coordinates are both positive. If the coordinates of a point are both negative positive, then the point is not in Quadrant II.

Accepted Solution

A:
If the coordinates of a point are both negative, then the point is in Quadrant III.