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The coordinates of the vertices of similar triangles AABC and ADEF are shown below. А(0, - 2) D(-1, – 1) B(4, 4), C(6, –2) F(2, - 1) | Е(1, 2), Which of the following best describes why the triangles are similar?

The coordinates of the vertices of similar triangles AABC and ADEF are shown below. А(0, - 2) D(-1, – 1) B(4, 4), C(6, –2) F(2, - 1) | Е(1, 2), Which of the following best describes why the triangles are similar?

Trigonometry (MindTap Course List)
Trigonometry (MindTap Course List)
8th Edition
ISBN:9781305652224
Author:Charles P. McKeague, Mark D. Turner
Publisher:Charles P. McKeague, Mark D. Turner
Chapter1: The Six Trigonometric Functions
Section1.2: The Rectangular Coordinate System
Problem 99PS: To draw 140 in standard position, place the vertex at the origin and draw the terminal side 140...
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The coordinates of the vertices of similar triangles AABC and ADEF are shown below. A(0, - 2) D(-1, – 1) B(4, 4), Е(1, 2), С (6, — 2) F(2, - 1) - Which of the following best describes why the triangles åre similar? O ADEF is a dilation of AABC by a factor of 2 centered about (-2, 0). O ADEF is a dilation of AABC by a factor of centered about (-2, 0). O ADEF is a dilation of AABC by a factor of -2 centered about (-2, 0). O ADEF is a dilation of AABC by a factor of centered about (-2, 0).
Transcribed Image Text:The coordinates of the vertices of similar triangles AABC and ADEF are shown below. A(0, - 2) D(-1, – 1) B(4, 4), Е(1, 2), С (6, — 2) F(2, - 1) - Which of the following best describes why the triangles åre similar? O ADEF is a dilation of AABC by a factor of 2 centered about (-2, 0). O ADEF is a dilation of AABC by a factor of centered about (-2, 0). O ADEF is a dilation of AABC by a factor of -2 centered about (-2, 0). O ADEF is a dilation of AABC by a factor of centered about (-2, 0).
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