Determine the quadrant(s) in which the point could be located. The first and second coordinates are opposites. Choose the quadrant(s) in which the first and second coordinates are opposites. Select all that apply. $$ \square $$ A. II $$ \square $$ B. III $$ \square $$ C. IV $$ \square $$ D. I

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1. Let the coordinates of a point be $$(x, y)$$. 2. Given that the first and second coordinates are opposites, we have: $$ y = -x $$ 3. If $$x > 0$$, then $$y = -x < 0$$. This point has a positive $$x$$-coordinate and a negative $$y$$-coordinate, which lies in Quadrant IV. 4. If $$x < 0$$, then $$y = -x > 0$$. This point has a negative $$x$$-coordinate and a positive $$y$$-coordinate, which lies in Quadrant II. 5. Therefore, such points are located in Quadrants II and IV. The correct options are: - A. II - C. IV The point is in Quadrants II and IV.

Determine the quadrant(s) in which the point could be located. The first and second coordinates are opposites. Choose the quadrant(s) in which the first and second coordinates are opposites. Select all that apply. \( \square \) A. II \( \square \) B. III \( \square \) C. IV \( \square \) D. I

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