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Triangle Similarity Statements [eVideo - Films on Demand] : Geometry-Dilations and Scale Factors

Author: Infobase,; KM Media,
Publisher: [Place of publication not identified] : KM Media, New York, N.Y. : distributed by Infobase, [2014] 2015. ©2014
Series: Dilations and Scale Factors.; Geometry., Dilations and Scale Factors.
Edition/Format:   eVideo : Clipart/images/graphics : EnglishView all editions and formats
Summary:
In this video we'll learn how to use the SSS (side-side-side), SAS (side-angle-side), and AA (angle-angle) theorems to prove that two triangles are similar. Similar triangles are triangles that have three congruent interior angle measures. They may have different side lengths, or they may be rotated or flipped, but their three interior angles are the same.
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Details

Genre/Form: Educational films
Internet videos
Additional Physical Format: digital transfer of (manifestation):
KM Media, 2014.
Material Type: Clipart/images/graphics, Internet resource, Videorecording
Document Type: Internet Resource, Computer File, Visual material
All Authors / Contributors: Infobase,; KM Media,
OCLC Number: 1027739277
Language Note: Closed-captioned.
Notes: Films on Demand eVideo.
Streaming video file encoded with permission for digital streaming by Infobase on April 25, 2015.
Target Audience: 9-12.
Description: 1 online resource (1 video file (9 min., 6 sec.)) : sd., col.
Contents: Triangle Similarity Statements: Geometry-Dilations and Scale Factors (9:06)
Series Title: Dilations and Scale Factors.; Geometry., Dilations and Scale Factors.
Other Titles: Geometry-Dilations and Scale Factors
Responsibility: KM Media.

Abstract:

In this video we'll learn how to use the SSS (side-side-side), SAS (side-angle-side), and AA (angle-angle) theorems to prove that two triangles are similar. Similar triangles are triangles that have three congruent interior angle measures. They may have different side lengths, or they may be rotated or flipped, but their three interior angles are the same.

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