'Biggest angle' diaporamas de présentation

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Chapter 5 - Journal

Marcela Janssen. Chapter 5 - Journal. To return here search for this:. Journal Chapter 5 index. Altitude, orthocenter and concurrency of altitudes of a triangle theorem Midsegment and midsegment theorem Angle-side relationship theorem exterior angle inequality triangle inequality

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Law of Cosines

Law of Cosines. MM4A6c: Apply the law of sines and the law of cosines. Essential Question:. How do I solve problems using the Law of Cosines?. Law of Cosines.

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Exterior Angles

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Inequalities for Sides and Angles of a Triangle

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The Angles

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Triangle Inequality

Triangle Inequality. Objective: Students make conjectures about the measures of opposite sides and angles of triangles. If one side of a triangle is longer than the other sides, then its opposite angle is longer than the other two angles. Biggest Side is Opposite to Biggest Angle

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Warm-Up: May 20, 2013

Warm-Up: May 20, 2013. Think back to geometry. Write down the ways to prove that two triangles are congruent. The Law of Sines. Section 6.1. The Law of Sines. For a triangle with angle measures A, B, C and side lengths opposite those angles of a, b, c:

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