Bisect the rhombus with a line parallel to either of the pairs of sides.
A square and a rhombus are two special forms of parallelograms.
It is a square or a rhombus. They are the only two equilateral parallelograms.
None of them cannot. If you have a rectangle, a rhombus, and a square, then you have three parallelograms. You also have two rectangles, two rhombera (rhombuses), and three quadrilaterals.
A rhombus is a quadrilateral that has four congruent sides. It makes a parallelogram. Not all parallelograms have 4 congruent sides. Some have two pairs of opposite sides congruent.
No.
A square and a rhombus are two special forms of parallelograms.
Yes.
A rhombus has four sides that are all equal. Different types of parallelograms and quadrilaterals are two examples of a rhombus.
It is a square or a rhombus. They are the only two equilateral parallelograms.
Although a rhombus is a parallelogram. not all parallelograms are rhombuses. A parallelogram is any shape with two or more pairs of parallel sides.
None of them cannot. If you have a rectangle, a rhombus, and a square, then you have three parallelograms. You also have two rectangles, two rhombera (rhombuses), and three quadrilaterals.
A rhombus is a quadrilateral that has four congruent sides. It makes a parallelogram. Not all parallelograms have 4 congruent sides. Some have two pairs of opposite sides congruent.
You could use two isosceles triangles, or two parallelograms with one pair of sides half as long as the other, suitable trapeziums (trapezia?). There are also lots of irregular shapes.
No.
no\ * * * * * Wrong answer! A parallelogram has two pairs of parallel lines, in which opposite sides are of equal length. A rhombus also has two pairs of parallel lines and, in addition, they are all of the same length.
Scalene Triangle
A parallelogram requires that opposite sides are parallel and of the same length; it is not a requirement that all four sides are of the same length. A rhombus requires that opposite sides are parallel and all four sides are of the same length. It is possible that a parallelogram can have all four sides of the same length; when it does it now fulfils the requirements of a rhombus, and so is a rhombus. Thus a rhombus is a type of parallelogram (all rhombuses are parallelograms), but there are parallelograms which are not rhombuses (those where there are two sides of one length (opposite and parallel) and the other two sides of a different length).