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Most irregular shapes don't have parallel sides By: SupeRMAn

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Q: What two shapes does not have two pairs of paraelle sides?
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Related questions

What shapes have two pairs of opposite parallel sides?

Trapezoidrectanglediamondparallelogram


Which of these shapes has four right angles and two pairs of congruent sides?

rectangle


What shapes have two pairs of congruent sides?

square,rectangle,parallelogram,rhombus


What shapes have only 2 pairs of congruent sides?

A square has two pairs of congruent sides. However, A square, Rhombus, Rectangle, and Parallelogram have two pairs of parallel sides. I hope this has helped you greatly! btw, i love math!


Two quadrilaterals that have two pairs of parallel sides each In addition all four of the sides are congruent in both shapes?

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What are the shapes of a parrallelogram?

A parallelogram is a closed 2-dimensional shape bounded by two pairs of parallel sides.


What has four sides and two pairs of sides the same length?

Shapes with 4 sides are called quadrilaterals. If all the sides of the shape have the same length, then there are two options for specific quadrilaterals. These are squares or rhombuses. If the pairs of sides are not the same length as each other, then there are two alternate options for the shape. These are rectangles and parallelograms.


What shapes have two pairs of opposite sides are congruent?

Every parallelogram definitely has ... which includes squares, rectangles, andrhombussae ... and any polygon with an even number of sides can have.


Can a quadrilateral be a rectangle if the sides are not equal?

Yes, but there must be two pairs of opposite sides that are equal.Yes, but there must be two pairs of opposite sides that are equal.Yes, but there must be two pairs of opposite sides that are equal.Yes, but there must be two pairs of opposite sides that are equal.


What quadrilateral has two pairs of parallel sides and two pairs of congruent sides?

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What shape has two pairs of parralel sides?

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What shape has 2 pairs of parallel sides'?

A square, a rectangle, a rhombus and a parallelogram would all fit the given description