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Section 14.3: Proving Lines are Parallel

Section 14.3: Proving Lines are Parallel. Objective: By following instructions, students will be able to: Prove that two lines are parallel. Corresponding Angles Converse. If two lines are cut by a transversal so that corresponding angles are congruent, then the lines are parallel.

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6.6 Reasoning About Special Quadrilaterals

6.6 Reasoning About Special Quadrilaterals. Textbook page 337. What makes a quadrilateral a parallelogram?. Both pairs of opposite sides are parallel OR both pairs of opposite sides are congruent OR all pairs of consecutive angles are supplementary

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6.6

6.6. Identify special quadrilaterals based on limited information. EQ: How do we identify different types of quadrilaterals?. Example 1. Use Properties of Quadrilaterals. Determine whether the quadrilateral is a trapezoid, parallelogram, rectangle, rhombus, or square. SOLUTION.

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Side interior angles converse - PowerPoint PPT Presentation

Section 14.3: Proving Lines are Parallel

6.6 Reasoning About Special Quadrilaterals

6.6