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
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
13th Edition
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:
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