The diagonals of a RHOMBUS are:
AEqual in length, but not perpendicular
BPerpendicular bisectors of each other (but not generally equal)
CParallel to the sides
DAlways equal to the sides
Answer & Solution
Correct answer: B. Perpendicular bisectors of each other (but not generally equal)
A rhombus inherits 'diagonals bisect each other' from being a parallelogram. Additionally, because all four sides are equal, the triangles formed are isosceles and the diagonals turn out to be perpendicular. So: perpendicular bisectors. Their LENGTHS are usually not equal (that happens only for a square).
Related questions
Which of the following sequences correctly orders these quadrilaterals from MOST general tRICE is a rhombus with diagonals meeting at O.
![](https://qallery.app/diagrams/v2_class8The MAXIMUM possible measure of an exterior angle of a regular polygon is:In a parallelogram, two adjacent angles have EQUAL measure. What can you conclude about thIn a parallelogram HELP with diagonals intersecting at O: OE = 4 cm and the diagonal HL = The diagonals of a quadrilateral are PERPENDICULAR BISECTORS of each other but they are NOWhich of the following CANNOT be a parallelogram?In a parallelogram, two adjacent angles are in the ratio 3 : 2. The four angles of the par