In 7-10, write whether each statement is tr 7. All rhombuses are rectangles. 9. Rhombuses are special parallelograms.

**7. All rhombuses are rectangles.** - A **rectangle** is a quadrilateral with four right angles. - A **rhombus** is a quadrilateral with four equal sides. - For a rhombus to be a rectangle, it must also have four right angles. However, not every rhombus satisfies this condition. - Thus, the statement \( \text{All rhombuses are rectangles} \) is **False**. **9. Rhombuses are special parallelograms.** - A **parallelogram** is a quadrilateral with both pairs of opposite sides parallel. - Every rhombus has both pairs of opposite sides parallel (and all sides are equal). - Hence, every rhombus is a parallelogram with the additional property of having four equal sides, making it a special case. - Thus, the statement \( \text{Rhombuses are special parallelograms} \) is **True**.