ARTICLES

A rhombus is an equilateral parallelogram, which is a two-dimensional, four-sided figure in which opposite sides are parallel and all sides have equal length. A square fits this definition. However, it is usually conside...

www.reference.com/article/square-rhombus-b86af0fd65310e17

Some properties of a rhombus are that its four sides are congruent, the opposite angles have equal measurements, the diagonals bisect each other and form 90 degrees at their intersection and the angles on an adjacent sid...

www.reference.com/article/properties-rhombus-d2feafcc208841af

Even though both rectangles and rhombuses are quadrilaterals and parallelograms, they are different figures. Rectangles have four 90-degree angles and parallel opposite sides of equal length. Rhombuses have four equal-le...

www.reference.com/article/rectangle-rhombus-39506bbc30a17a19

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SIMILAR ARTICLES

A parallelogram with all sides congruent is called a rhombus. All the sides of a rhombus are equal in length, which is why it is also called an equilateral quadrilateral. Other names commonly used to refer to a rhombus a...

www.reference.com/article/parallelogram-sides-congruent-called-5fe517c4ac5bb0ac

A square is always a rhombus because it satisfies the definition of a rhombus, which is any figure with four equal sides, equal opposite angles and two pairs of parallel lines. A rhombus can sometimes be a square.

www.reference.com/article/square-always-sometimes-never-rhombus-e062234b8cd31047

A parallelogram is a figure with four straight sides whose opposite sides are parallel and equal in length and whose opposite angles are equal. A trapezoid is also a figure with four straight sides. However, only one pai...

www.reference.com/article/difference-between-parallelogram-trapezoid-cacb2730d51f9cf8

A rhombus is a four-sided figure with opposite sides parallel, making it a parallelogram. The rhombus differs from other parallelograms in that all four sides are equal in length.

www.reference.com/article/rhombus-parallelogram-e62088880d8ac415

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