They are both 4 sided quadrilaterals
They both have 2 diagonals
The both have 2 equal acute and 2 equal obtuse interior angles that add up to 360 degrees
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A rhombus is a equalateral quadrilateral. It is a leaning square or a side ways diamond.
Yes, it is one of the ways to prove a figure is a rhombus. If adjacent sides are congruent, then the figure is a rhombus.
Quadrilateral rectangle rhombus squate
A kite is different from a rhombus in a few ways: * Kites have two pairs of adjacent legs that are congruent, and each pair is a separate length; a rhombus has four congruent sides. * A kite and rhombus both have perpendicular diagonals, but in a kite, only the diagonal between the pairs of sides (the diagonal between two sides of different length) is bisected; the other is not. Also, the diagonals bisect all of the angles of a rhombus; only the angles in the middle of the pairs of sides (angles with two legs of equal length) are bisected. * Only the angles between the pairs of sides are congruent in a kite; a rhombus has 2 pairs of congruent opposite angles. You can also think of a rhombus as a combination between a kite and a parallelogram, the same way you can think of a square as a combination of a rectangle and a rhombus. Hope this helps!
They are both two dimensional. They only have right angles at line intersections. Opposing sides are parallel. Opposing sides are the same size.