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proof. A. Addition Property of Equality B. Subtraction Property of Equality C. Multiplication Property of Equality D. Division Property of Equality 5 Given: Lines
proof. A. Addition Property of Equality B. Subtraction Property of Equality C. Multiplication Property of Equality D. Division Property of Equality 5 Given: Lines PT and RV intersect at point Q, m2PQV=3x + 12, and mzVQT = 12x+3. Prove: m PQV = 45 Statement: 1. PQV and ZVQT form a linear pair Reason: 1. Given 2. m2PQV + m2VQT = 180 2. Postulate 3. m PQV = 3x + 12 4. m VQT = 12x + 3 5. 3x+12+12x+3=180 6. 15x+15= 180 3. Given 4. Given 5. Substitution 6. Algebra 7. [ ? ] 8.x = 11 8. 9. m PQV 3(11) +12 9. Substitution 10. m PQV = 45 10. Arithmetic 7. 15x = 165
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Roads To Geometry
Authors: Edward C Wallace, Stephen F West
3rd Edition
1478632038, 9781478632030
