equality or congruence in Column B. You can match more than one mathematical statement to one Match the mathematical statement in Column A by drawing an arrow to the corresponding property of property. Mathematical Statements Property of Equality or Congruence 1. mAB = m AB a. Addition Property of Equality 2. AB AB b. Subtraction Property of Equality 3. IFAB=CD, then AB+EF CD +EF c. Transitive Property 4. IFAB =CD, then d. Substitution Property AB - EF CD -EF e. Symmetric Property 5. If ZA = ZB and B a ZC f. Reflexive Property then ZAZC 6. If mzA = mzB and mzB = mzC then mzA=m2C 7. If mAB = mDC + mEF and mEF= mMN then mAB mDC + mMN

Elementary Geometry For College Students, 7e
7th Edition
ISBN:9781337614085
Author:Alexander, Daniel C.; Koeberlein, Geralyn M.
Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.
ChapterP: Preliminary Concepts
SectionP.CT: Test
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equality or côngruence in Column B. You can match more than one mathematical statement to one
Match the mathematical statement in Column A by drawing an arrow to the corresponding property of
property.
Mathematical Statements
Property of Equality or Congruence
1. īAB = m AB
a. Addition Property of Equality
2. AB E AB
b. Subtraction Property of Equality
3. IFAB=CD, then
AB+EF=CD +EF
c. Transitive Property
d. Substitution Property
4. IFAB =CD, then
AB - EF CD -EF
e. Symmetric Property
5. If ZA = ZB and <B = ¿C
f. Reflexive Property
then zA=zC
6. If mzA = mzB and mzB = m¿C _then mzA=mzC
7. If mAB = mDC + mEF and
mEF= mMN then
mAB = mDC + mMN
Transcribed Image Text:equality or côngruence in Column B. You can match more than one mathematical statement to one Match the mathematical statement in Column A by drawing an arrow to the corresponding property of property. Mathematical Statements Property of Equality or Congruence 1. īAB = m AB a. Addition Property of Equality 2. AB E AB b. Subtraction Property of Equality 3. IFAB=CD, then AB+EF=CD +EF c. Transitive Property d. Substitution Property 4. IFAB =CD, then AB - EF CD -EF e. Symmetric Property 5. If ZA = ZB and <B = ¿C f. Reflexive Property then zA=zC 6. If mzA = mzB and mzB = m¿C _then mzA=mzC 7. If mAB = mDC + mEF and mEF= mMN then mAB = mDC + mMN
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