Which statement is true for a rhombus?

It is a parallelogram that has equal and non parallel opposite sides and diagonals bisect at right angles.

It is a parallelogram that has all sides equal, opposite sides parallel, and diagonals bisect at right angles.

It is a parallelogram that has unequal and parallel opposite sides and diagonals do not bisect at right angles.

It is a parallelogram that has all sides equal, opposite sides parallel, and diagonals do not bisect at right angles.

Question

Biology

Jadyn Parsons

7 September, 10:53

Which statement is true for a rhombus?

It is a parallelogram that has equal and non parallel opposite sides and diagonals bisect at right angles.

It is a parallelogram that has all sides equal, opposite sides parallel, and diagonals bisect at right angles.

It is a parallelogram that has unequal and parallel opposite sides and diagonals do not bisect at right angles.

It is a parallelogram that has all sides equal, opposite sides parallel, and diagonals do not bisect at right angles.

+5

Answers (1)

Know the Answer?

Nash Watson · Answer 1

The statement which is true about a rhombus is that it is a parallelogram that has all sides equal, opposite sides parallel, and diagonals bisect at right angles - so the second answer is the correct one.

Every rhombus has 4 equal sides, where the opposite ones are parallel. Its diagonals always bisect in the middle, creating a 90 degree angle.