Given: LM || PQ. M MZQLP - M2NMI. Prove: AQLP - ANML. Statements Reasons LM || PO Given 2. ZIPQ = ZMLN 2. Alternate Interior 2's MZQLP = 12NML. 3. Given ZOLPa ZNMI. Defn. of Congruence 5. AQLP – ANMI. 5. SAS Similarity Given: ZTUV is supplementary to ZSTU, RT ST UT VU Prove: ARST - ATVU R Statements Reasons ZTUVis wpplementary to /STU 1. Given 2. /RIS is supplementary to /STU 2. Congruent Supplements Theorem 3. Supplement Theorem (Linear Pair Theorem) ZRIS a ZTUV RT ST UT PU 4. 4. Given 5. ARST - ATVU 5. AA Similarity

Algebra & Trigonometry with Analytic Geometry
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ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter4: Polynomial And Rational Functions
Section4.3: Zeros Of Polynomials
Problem 67E
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Could you go through 1&2 and check my reasonings, the statement order is correct but I just need to know if my reasons make sense. Refer below:

 

111 X
A Class X
A Cour X
A 151: X
O Simil x
A Engli X
* (3,09 x
O Edita X
G "Sim x
O Simil x
Copy x
ь Мус х
G how X
A https://docs.google.com/presentation/d/1tvB_sBSpGATbST6Rc1kz3EljivEmVMeRamlbptmXmSc/edit#slide=id.gb1c59f0845_4_75
ingDrap erion 2-SatawtReanono e
Capy of Capyof a
V a imity
I R- -elw e
Proof
SIMILAR
Given:
NOT ALL REASONS WILL BE USED!
LM || PQ.
TRIANGLE
Alternate Exterior 2's
MZQLP = MZNML
PROOFS
Prove: AOLP - ANML
Directions: Complete the proof to the
right using the statements and reasons.
Statements
Reasons
1.
LM || PQ
1.
Given
2.
ZIPO = ZMLN
2.
Alternate Interior 2's
3.
MZOLP = MZNML
3.
Given
ZOLP = ZNML.
4. Defn. of Congruence
4.
5.
AQLP - ANML
5.
SAS Similarity
AA Similarity
Proof
2
SIMILAR Given:
NOT ALL REASONS WILL BE USED!
ZTUV is supplementary to ZSTU.
RT ST
UT VU
TRIANGLE
PROOFS
Prove: ARST - ATVU
R
SAS Similarity
Directions: Complete the proof to the
right using the statements and reasons.
Statements
Reasons
Vertical Angles
ZTUV is supplementary
to /STU
1.
1.
Given
/RIS is supplementary
to /STU
2.
Congruent Supplements
Theorem
2.
Supplement Theorem
(Linear Pair Theorem)
3.
ZRIS = ZTUV
3.
RT ST
Given
4.
4.
5.
ARST - ATVU
5.
AA Similarity
O Gina Wison (All Things Aigebroß, LLC). 2018
original-4226185-2.jpg
answers.jpg
Results.png
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a
5:11 PM
A O ( J A O
4/16/2021
Transcribed Image Text:111 X A Class X A Cour X A 151: X O Simil x A Engli X * (3,09 x O Edita X G "Sim x O Simil x Copy x ь Мус х G how X A https://docs.google.com/presentation/d/1tvB_sBSpGATbST6Rc1kz3EljivEmVMeRamlbptmXmSc/edit#slide=id.gb1c59f0845_4_75 ingDrap erion 2-SatawtReanono e Capy of Capyof a V a imity I R- -elw e Proof SIMILAR Given: NOT ALL REASONS WILL BE USED! LM || PQ. TRIANGLE Alternate Exterior 2's MZQLP = MZNML PROOFS Prove: AOLP - ANML Directions: Complete the proof to the right using the statements and reasons. Statements Reasons 1. LM || PQ 1. Given 2. ZIPO = ZMLN 2. Alternate Interior 2's 3. MZOLP = MZNML 3. Given ZOLP = ZNML. 4. Defn. of Congruence 4. 5. AQLP - ANML 5. SAS Similarity AA Similarity Proof 2 SIMILAR Given: NOT ALL REASONS WILL BE USED! ZTUV is supplementary to ZSTU. RT ST UT VU TRIANGLE PROOFS Prove: ARST - ATVU R SAS Similarity Directions: Complete the proof to the right using the statements and reasons. Statements Reasons Vertical Angles ZTUV is supplementary to /STU 1. 1. Given /RIS is supplementary to /STU 2. Congruent Supplements Theorem 2. Supplement Theorem (Linear Pair Theorem) 3. ZRIS = ZTUV 3. RT ST Given 4. 4. 5. ARST - ATVU 5. AA Similarity O Gina Wison (All Things Aigebroß, LLC). 2018 original-4226185-2.jpg answers.jpg Results.png Show all a 5:11 PM A O ( J A O 4/16/2021
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