Rhombus


 * __Definition__ **

**//Rhombus//** is a @kite with opposite parallel sides


 * __Properties__ **
 * //Side Properties// **
 * 1. ** All sides are congruent

// **Angle Properties** // Example Proof Prove: Angle HOm and Angle MOI are supplementary
 * 1. ** Consecutive angles are supplementary


 * //Diagonal Properties// **
 * 1. ** Diagonals bisect each other

This is the most important property of a rhombus for the following reasons: - Knowing that these diagonals bisect the angles, we can identify triangles (Triangle RHO, Triangle RMO, Triangle HOM, Triangle HRM) as isosceles, and use properties of isosceles to find unknown side and angle measures - Knowing that these diagonals bisect the angles, congruence of oppositely oriented triangles can be proved using triangle congruence shortcuts
 * 2. ** *Diagonals bisect the angles