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Angle X is a circumscribed angle of circle V.
Circle V is shown. Line segments Y V and W V are radii. Tangents Y X and W X intersect at point X outside of the circle. Angle X is a right angle.
Which name best describes figure VWXY?
square
parallelogram
quadrilateral
trapezoid
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GPT-5 mini
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Parallelogram.
Reason: VW and VY are radii so they are each perpendicular to the tangents at W and Y. Since WX and XY are tangents and WX ⟂ XY, we get VW ∥ XY and VY ∥ WX (each pair is perpendicular to the same line). Both pairs of opposite sides are parallel, so VWXY is a parallelogram (in fact a rectangle, but not necessarily a square).
Reason: VW and VY are radii so they are each perpendicular to the tangents at W and Y. Since WX and XY are tangents and WX ⟂ XY, we get VW ∥ XY and VY ∥ WX (each pair is perpendicular to the same line). Both pairs of opposite sides are parallel, so VWXY is a parallelogram (in fact a rectangle, but not necessarily a square).
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