Which statement could be true about a point that is reflected across both axes? The original point is in Quadrant III, and its reflection is in Quadrant II.
The original point is in Quadrant I, and its reflection is in Quadrant III.
The original point is in Quadrant II, and its reflection is in Quadrant I.
The original point is in Quadrant IV, and its reflection is in Quadrant III.
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The original point is in quadrant 1 and it's reflection is in quadrant 3rd. As the 1 and 3 quadrant are opposite of each other so th e point cut across both the axes. Mark as brainiest
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