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14y ago

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What are all the shapes that have opposite angels congruent?

Any regular polygon with an even number of sides will have opposite angles of equal measure.


Are all sided shapes parallelograms?

No. Parallelograms have only 4 sides with 2 sets of parallel sides: they include squares, rectangles, and rhombuses (rhombi, diamond shapes). Because opposite angles are equal, each pair of parallel sides is equal in length. (For squares and "equilateral rhombi" all four sides are equal in length.)


Which four- sides shapes have all their sides equal?

A Square


A quadrilateral whose opposite sides are parallel and opposite angles are congruent and that has four congruent sides is a?

this would be a rhombus. rhombuses are parallelograms (four-sided shapes with opposite sides parallel) that have all equal side lengths. squares are included as rhombuses.


What is the main difference between squares and rectangles?

Squares have four sides of equal length. In rectangles, the opposite sides are equal to one another. In both shapes, the internal angles are all 90°.


Are all pairs of opposite sides equal in all of the parallelograms?

Yes. If a pair of opposite sides are not equal, then you don't have a parallelogram.


What is the opposite of equilateral?

equilateral is all equal sides so the opposite would be scalene: no equal sides


What are 3 attributes of a rectangle?

-- Opposite sides are parallel.-- Opposite sides are equal.-- Angles are all equal.


Does a trapezium have all equal opposite sides?

Opposite


What shape has opposite sides are equal and parallel?

A rhombus has all sides equal and opposite sides parallel. This includes a square which is a special case of a rhombus with all angles equal (90 degrees) as well. If opposirte sides are equal but not all sides are equal, it is a parallelogram


Is a square a rhombus with 4 equal sides?

No, both shapes have all four sides equal.


What shapes has got all the same sides?

A regular polygon has all sides equal length, and all of the angles are equal.