Select the reason that best Given: 3(mZA) = 90° and mZB = mZA supports Statement 3 in the given proof. Prove: mZB = 30° A. Subtraction Property of Equality Statement: Reason: 1. Given 2. Division Property of Equality 3. [ ? ] 4. Transitive 1. 3(mZA) = 90° B. Division Property of Equality 2. mZA = 30° C. Given 3. mZB = mZA D. Distributive Property 4. mZB = 30° Property

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter6: The Trigonometric Functions
Section6.2: Trigonometric Functions Of Angles
Problem 79E
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Proofs
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Select the reason that best
Given: 3(mZA) = 90° and mZB = mZA
%3D
supports Statement 3 in the
given proof.
Prove: m2B = 30°
A. Subtraction Property of Equality
Statement:
Reason:
1. 3(mZA) = 90°
1. Given
B. Division Property of Equality
2. Division Property
of Equality
3. [ ? ]
4. Transitive
2. mZA = 30°
C. Given
3. mZB = mZA
D. Distributive Property
4. mZB = 30°
Property
Copyright © 2003 - 2021 Acellus Corporation. All Rights Reserved.
Transcribed Image Text:Acellus - The Science of Learning x admin247.acellus.com StudentFunctions/interface/acellus_engine html?ClassiD=D422955008 O klairty new tab M Compose Mail - klai. O PicsArt / Editor Dayforce Proofs Acellus Select the reason that best Given: 3(mZA) = 90° and mZB = mZA %3D supports Statement 3 in the given proof. Prove: m2B = 30° A. Subtraction Property of Equality Statement: Reason: 1. 3(mZA) = 90° 1. Given B. Division Property of Equality 2. Division Property of Equality 3. [ ? ] 4. Transitive 2. mZA = 30° C. Given 3. mZB = mZA D. Distributive Property 4. mZB = 30° Property Copyright © 2003 - 2021 Acellus Corporation. All Rights Reserved.
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