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2. Identify the following as adjacent, complementary, supplementary, linear pairs, or vertical angles. Some angles may have more than one characteristic. Justify, or prove, your answers. In other words, if you state that two angles are supplementary, then the proof is because their sums equal 180°. b. To X CXB 102 78⁰ a.

2. Identify the following as adjacent, complementary, supplementary, linear pairs, or vertical angles. Some angles may have more than one characteristic. Justify, or prove, your answers. In other words, if you state that two angles are supplementary, then the proof is because their sums equal 180°. b. To X CXB 102 78⁰ a.

Mathematics For Machine Technology
Mathematics For Machine Technology
8th Edition
ISBN:9781337798310
Author:Peterson, John.
Publisher:Peterson, John.
Chapter54: Geometric Principles For Triangles And Other Common Polygons
Section: Chapter Questions
Problem 7A: Determine which of the following pairs of triangles (A through F) are similar. All linear dimensions...
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5:07 Geometry home.ogburn.org ON 5GE 100% 2. Identify the following as adjacent, complementary, supplementary, linear pairs, or vertical angles. Some angles may have more than one characteristic. Justify, or prove, your answers. In other words, if you state that two angles are supplementary, then the proof is because their sums equal 180°. TIX 102 78⁰ ||| A CXB D
Transcribed Image Text:5:07 Geometry home.ogburn.org ON 5GE 100% 2. Identify the following as adjacent, complementary, supplementary, linear pairs, or vertical angles. Some angles may have more than one characteristic. Justify, or prove, your answers. In other words, if you state that two angles are supplementary, then the proof is because their sums equal 180°. TIX 102 78⁰ ||| A CXB D
d. A B D e. B A C f. BC H E
Transcribed Image Text:d. A B D e. B A C f. BC H E
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