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7.3 Activity: Discovering A Similarity Postulate

7.3 Activity: Discovering A Similarity Postulate

7.3 Activity: Discovering A Similarity Postulate. Draw triangle ABC with m<A = 60 and m<B = 40 Draw another triangle DEF with m<D =60 and m<E = 40, and DE > AB. Copy and complete the chart below:. Warm-up. How many of your brackets are busted?. Today Warm-up Discuss quiz

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GOALS:

GOALS:

GOALS:. Identify similar polygons. Use proportions to find missing side lengths in similar polygons. Use similar polygons to find the measures of missing angles. Identify similar triangles. Use similarity theorems (AA, SSS, SAS) to prove that two triangles are similar.

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Objectives

Objectives

Objectives. Prove that two triangles are similar using AA, SAS, and SSS. Proving Two Triangles Similar with Shortcuts.

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Geometry

Geometry

Geometry. Objective: SWBAT use the AA, SSS, SAS similarity postulates. Sections 6.3 & 6.4 Proving triangles are similar using AA, SSS, SAS. Angle- Angle (AA) Similarity Postulate.

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Section 8-5

Section 8-5

Section 8-5. Proving Triangles are Similar. Side-side-side Similarity theorem (sss theorem). If the lengths of the corresponding sides of two triangles are proportional, then the triangles are similar. If. K. L. Y. Z. J. X. then.

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Theorem 6-1 SSS Similarity Theorem

Theorem 6-1 SSS Similarity Theorem

Theorem 6-1 SSS Similarity Theorem. If the sides of two triangles are in proportion, then the triangles are similar. Theorem 6-2 SAS Similarity Theorem.

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