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Exploring Quadrilaterals: Identifying Properties and Types

Discover the fascinating world of quadrilaterals as we identify and categorize various types based on their unique properties. From rectangles with one pair of opposite sides equal to kites with bisected angles, each shape has distinctive characteristics. We’ll explore key classifications, including isosceles trapezoids, squares, rhombuses, and more, as we delve into their properties. Learn how diagonals can be congruent, bisect angles, and form congruent triangles, enhancing your understanding of geometry.

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Exploring Quadrilaterals: Identifying Properties and Types

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  1. parallelogram Name all the Quads with: One pair only! rectangle opp sides // Isos Trapezoid Square rhombus

  2. parallelogram Name all the Quads with: kite rectangle a pair of congruent sides Isos Trapezoid Square rhombus

  3. Name all the Quads with: rectangle congruent diagonals Isos Trapezoid Square

  4. parallelogram One pair only! Name all the Quads with: kite rectangle opposite angles congruent Square rhombus

  5. parallelogram Only one biescted! Name all the Quads with: kite rectangle diagonals bisect each other Square rhombus

  6. Name all the Quads with: kite perpendicular diagonals Square rhombus

  7. Name all the Quads in which: kite the diagonals bisect the angles One diagonal bisects a pair of angles Square rhombus

  8. parallelogram Name all the Quads in which: kite rectangle a diagonal forms 2 congruent triangles One diagonal does; one does NOT Square rhombus

  9. Name all the Quads in which: both diagonals form 4 congruent triangles Square rhombus

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