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A hexagon with exactly one pair of perpendicular sides is a six-sided polygon where only one pair of adjacent sides meet at a right angle (90 degrees), while the other four sides do not form any right angles with each other or with the perpendicular pair. This configuration leads to a less regular shape compared to a standard hexagon. The specific arrangement of the remaining sides can vary, resulting in different types of hexagons that still adhere to the one pair of perpendicular sides criterion.
A shape that can have three pairs of perpendicular sides is a rectangular prism (or cuboid) when considering its three-dimensional form. Each pair of sides meets at right angles, creating a structure with three sets of perpendicular edges. In a two-dimensional context, no standard polygon can have three pairs of perpendicular sides, as it would require more than four sides, violating the definition of a polygon.
A plus sign (+) would be a pair of perpendicular line segments.
They make a pair of acute angles and a pair of obtuse angles. In rotational order, the angles are acute, obtuse, acute, obtuse.
No because perpendicular goes up and down