Which figure has the same order of rotational symmetry as a rectangle? isosceles trapezoid regular octagon square rhombus

A rectangle has an **order of rotational symmetry of 2**, meaning it looks the same twice during a 360-degree rotation (specifically at 0° and 180°). Let's evaluate each of the given figures: 1. **Isosceles Trapezoid** - **Rotational Symmetry Order:** 2 - **Explanation:** When rotated 180°, an isosceles trapezoid maps onto itself, similar to a rectangle. 2. **Regular Octagon** - **Rotational Symmetry Order:** 8 - **Explanation:** A regular octagon maps onto itself eight times during a full rotation, at every 45° increment. 3. **Square** - **Rotational Symmetry Order:** 4 - **Explanation:** A square maps onto itself four times during a full rotation, at every 90° increment. 4. **Rhombus** - **Rotational Symmetry Order:** 2 - **Explanation:** Like a rectangle, a rhombus maps onto itself twice during a full rotation, at 0° and 180°. **Conclusion:** Both the **isosceles trapezoid** and the **rhombus** have the same order of rotational symmetry (order 2) as a rectangle. Answer: Both the isosceles trapezoid and the rhombus have the same rotational symmetry order as a rectangle.