It is an impossible figure. It is either a rhombus and has two pair of opposite sides that are parallel, or it has only one pair and is not a rhombus.
It is an impossible figure. It is either a rhombus and has two pair of opposite sides that are parallel, or it has only one pair and is not a rhombus.
It is an impossible figure. It is either a rhombus and has two pair of opposite sides that are parallel, or it has only one pair and is not a rhombus.
It is an impossible figure. It is either a rhombus and has two pair of opposite sides that are parallel, or it has only one pair and is not a rhombus.
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It is an impossible figure. It is either a rhombus and has two pair of opposite sides that are parallel, or it has only one pair and is not a rhombus.
No, a rhombus has two pairs of opposite, equal, parallel sides; whereas a trapezoid has only one pair of opposite, parallel sides of different lengths.
Parallelogram, Rectangle, Square, Kite, Rhombus, Trapezium(only 1 pair of opposite sides is parallel).
Not only does a rhombus always have one pair on parallel opposite sides, but it always has two! A rhombus is usually defined as a simple polygon of four sides where all the sides are the same length." If this is true of a figure then both pairs of opposite sides have to be parallel. Here is a proof for those who are interested. http://www.artofproblemsolving.com/Wiki/index.php/Rhombus#Proof_that_a_rhombus_is_a_parallelogram If there is only one pair of parallel sides in the figure, then it is a trapezoid. A rhombus is a trapezoid too.
The main difference between trapezoids and rhombuses is their shape. A trapezoid has one pair of opposite sides that are parallel, while a rhombus has all sides equal in length. Additionally, a trapezoid can have non-parallel sides of different lengths, while a rhombus always has opposite sides that are parallel to each other.
Opposite sides are equal and parallel but diagonals are only equal in certain specific circumstances eg when all angles are equal, which makes it a square rather than a rhombus.