Question

which terms describe this shape? choose all that apply.
shape image
square rhombus kite parallelogram

Explanation:

Step1: Analyze the shape's properties

The shape has two pairs of adjacent sides equal (marked with ticks: one pair with single ticks, one with double ticks). A kite has two distinct pairs of adjacent sides equal. A rhombus has all four sides equal (but here, the tick marks show two different pairs, but maybe the diagram's ticking is misinterpreted? Wait, no—wait, the original shape: let's re - evaluate. Wait, the given selected options are wrong. Let's correct:

1. Square: A square has all sides equal and all angles 90 degrees. The shape doesn't look like all angles are 90, so square is incorrect.
2. Rhombus: A rhombus has all four sides equal. The tick marks show two different pairs (single and double ticks), so sides are not all equal. So rhombus is incorrect.
3. Kite: A kite has two distinct pairs of adjacent sides equal. The shape has one pair of sides with single ticks (adjacent) and one pair with double ticks (adjacent), so it is a kite.
4. Parallelogram: A parallelogram has opposite sides equal and parallel. The shape does not have opposite sides equal (since adjacent sides have different tick marks, so opposite sides would not be equal), so parallelogram is incorrect.

So the correct term is kite.

Step2: Re - assess each option

• Square: Requires all sides equal and right angles. The shape does not meet this. Eliminate.
• Rhombus: Requires all four sides equal. The tick marks indicate two different side lengths (single and double ticks), so not a rhombus. Eliminate.
• Kite: Has two pairs of adjacent sides equal. This shape has one pair of adjacent sides with single ticks and one pair with double ticks, so it is a kite. Keep.
• Parallelogram: Requires opposite sides equal. The shape's opposite sides are not equal (since adjacent sides have different lengths), so not a parallelogram. Eliminate.

Answer:

kite (The correct term is kite. The previously selected options (square, rhombus, parallelogram) are incorrect as the shape does not meet their definitions. Only kite applies as it has two pairs of adjacent sides equal.)