Which terms describe this shape? Choose all that apply.

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Understand the Problem

The question is asking to identify which terms describe the given geometric shape based on its properties. The user is prompted to select all applicable terms from the provided options.

Answer

The shape is a parallelogram and a kite.
Answer for screen readers

The terms that describe the shape are:

  • parallelogram
  • kite

Steps to Solve

  1. Identify the shape This shape is a quadrilateral, which has four sides. We need to analyze its properties to classify it correctly.

  2. Check the properties of the quadrilateral

  • Parallel sides: A parallelogram has two pairs of parallel sides.
  • Angles: A rectangle has right angles, and an isosceles trapezoid has one pair of parallel sides with the non-parallel sides being equal.
  • Diagonals: A kite has two distinct pairs of adjacent sides that are equal and has diagonals that intersect at right angles.
  1. Examine the provided options Based on the properties analyzed:
  • If the shape has opposite sides that are equal and parallel, it can be classified as a parallelogram.
  • If the shape has equal adjacent sides and diagonals intersecting at right angles, it can be classified as a kite.
  • Check if it meets the conditions for rectangles and isosceles trapezoids.
  1. Conclusion about the given shape From the visual inspection, if the shape meets the criteria of being a parallelogram and a kite but does not fit the characteristics of a rectangle or isosceles trapezoid, then those should be the selected terms.

The terms that describe the shape are:

  • parallelogram
  • kite

More Information

The shape is classified as a parallelogram due to its opposite sides being parallel. It is also a kite as it has two pairs of consecutive sides that are equal. It does not have the characteristics of a rectangle (right angles) or an isosceles trapezoid.

Tips

  • Confusing kites with parallelograms by ignoring the requirement for special side lengths and the angle properties.
  • Assuming that all quadrilaterals are rectangles without examining side configurations.
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