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2. R Complete the proof. Given: QS || RT, LR = LS Prove: ZQTS = L TQR Statements Reasons 1. QS || RT, ZR= ZS Given 2. ZSQT = ZRTQ Alternate Interior Angles are v 3. QT - TQ Reflexive Property 4. A RQT SA STQ AAS Postulate 5. ZQTS = ZTQR CPCTC >

2. R Complete the proof. Given: QS || RT, LR = LS Prove: ZQTS = L TQR Statements Reasons 1. QS || RT, ZR= ZS Given 2. ZSQT = ZRTQ Alternate Interior Angles are v 3. QT - TQ Reflexive Property 4. A RQT SA STQ AAS Postulate 5. ZQTS = ZTQR CPCTC >

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.2: Graphs Of Equations
Problem 45E
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2. R Complete the proof. Given: QS || RT, LR = LS Prove: ZQTS = L TQR Statements Reasons 1. QS || RT, ZR= ZS Given 2. ZSQT = ZRTQ Alternate Interior Angles are v 3. QT - TQ Reflexive Property 4. A RQT CA STQ AAS Postulate 5. ZQTS = ZTQR CPCTC >
Transcribed Image Text:2. R Complete the proof. Given: QS || RT, LR = LS Prove: ZQTS = L TQR Statements Reasons 1. QS || RT, ZR= ZS Given 2. ZSQT = ZRTQ Alternate Interior Angles are v 3. QT - TQ Reflexive Property 4. A RQT CA STQ AAS Postulate 5. ZQTS = ZTQR CPCTC >
Identify the congruence criteria and rigid transformation maps one figure onto the other. 1. 1. AAS/ Translation F. 2. 2. SSS/ Reflection V W 3. Е F. 3. SSS/ Reflection D HL/ Translation 4. 4. 5. ASA/ Reflection > > > > 5.
Transcribed Image Text:Identify the congruence criteria and rigid transformation maps one figure onto the other. 1. 1. AAS/ Translation F. 2. 2. SSS/ Reflection V W 3. Е F. 3. SSS/ Reflection D HL/ Translation 4. 4. 5. ASA/ Reflection > > > > 5.
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