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Quadrilaterals
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- What are the definitions of each of the special quadrilaterals?
- What are the properties of each of the special quadrilaterals?
- How can you prove that a quadrilateral is a parallelogram?
- What are the methods for proving that a quadrilateral is a rectangle,
rhombus, square, kite or isosceles trapezoid?
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To
be able to prove that a quadrilateral
is a parallelogram.
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To
be able to define the properties of
each of the special quadrilaterals.
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To
be able to identify the properties of
each of the special quadrilaterals.
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Practice problems
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Quizzes
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Tests
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Activities:
- Complete problems to prove that a quadrilateral is a parallelogram.
- Complete
problems involving measurements using the properties of special quadrilaterals.
- Complete a mind map using the definitions and properties of quadrilaterals.
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State
Goals:
- 9.B.4 Recognize and apply relationships within and among geometric
figures.
- 9.C.4c Develop and communicate mathematical proofs.
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