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PIB GEOMETRY 5-1: Properties of Parallelograms
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Warm Up
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The results are in! I will now be holding a math study group every Monday at 3:30 in room 201! This will be very informal. I will be there to answer questions, but more importantly, it will be a place where students can collaborate with each other on anything math-related.
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Chapter 5 – Quadrilaterals: Objectives 5-1: Apply definitions and theorems about parallelograms 5-2: Prove quadrilaterals are parallelograms 5-3: Apply theorems about parallel lines and midpoint theorems for triangles 5-4: Apply definitions and identify properties of rectangle, rhombus and square 5-5: Apply definitions and properties of trapezoids. https://www.fairviewhs.org/staff/jack-cawelti/classes/pib- geometry/calendar https://www.fairviewhs.org/staff/jack-cawelti/classes/pib- geometry/calendar
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5-1 Definitions A quadrilateral is: Notation: A parallelogram is: Notation
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Theorem 5-1: Opposite sides of a parallelogram are congruent. Already proved! (in 4-3 homework, #5).
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Theorem 5-2: Opposite Angles of a parallelogram are congruent. Proved (mostly) in warmup!
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Theorem 5-3: The diagonals of a parallelogram bisect each other Proved in tonight’s homework
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Example – Solve for the variables in the following parallelograms
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Solve for x and y in ABCD
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5-1 Homework p. 169: #5-11 odd, 15, 19-29 odd, 20, 24
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