Question: 1. Identify the property that justifies the statement. ?DEF??DEF Options A. Substitution Prop. of ? B. Transitive Prop. of ? C. Reflexive Prop. of ?

1. Identify the property that justifies the statement.

?DEF??DEF

Options

A. Substitution Prop. of ? B. Transitive Prop. of ?

C. Reflexive Prop. of ?

D. Symmetric Prop. of ?

Number 2.

1. Identify the property that justifies the statement.?DEF??DEF OptionsA. Substitution Prop. of? B. Transitive Prop. of ?C. Reflexive Prop. of ?D. Symmetric Prop.of ?Number 2. Identify the correct justification for each step, given that

Identify the correct justification for each step, given that m/1 + m/2 =90" and m/2 + m/3 =90* A 2 3 B C 1. m/1+ m/2 =90* m/2+ m/3 =90* 2. m/1+ m/2 =m/2+ m/3 3. m/1 = m/3 O 1. Given 2. Def. of Comp. 2s 3. Subt Prop. of = O 1. Given 2. Def. of Supp. 45 3. Add. Prop. of = O 1. Given 2. Sym. Prop. of = 3. Add. Prop. of = O 1. Given 2. Trans. Prop. of = 3. Subt Prop. of =Identify the flowchart proof for the two-column proof. (Ghani m/a - 18" and myb - 18" Pro /8= / Two-Column Proof 1 m/a - 18" [Gwa) 2. m./6 - 18" (Gun) 3. m/a - m/b (Trans. Prop. of =] 4. Zam /b Datof 2 /) Given La zb Trans. Prop. of E Def of Given Given Sym. Prop of = Det of mb =18" Given Trans. Prop. of = Det of = Given Given Sym. Prop. of = Def of =Identify the paragraph proof for the two-column proof. Given: m/f =115* and m/g = 115* Prove: /f ~ /g Two-Column Proof 1. m/f = 115* (Given) 2. m/g = 115 (Given) 3. m/f = m/g (Trans. Prop. of =) 4. /fm /g (Def. of m /s) O It is given that myf= 115' and mag = 115'. By the Additive Property of Equality, myf = mzg. By the definition of complementary angles, of= 29. O It is given that myf = 115' and mag = 115'. By the Transitive Property of Equality, mof = mag. By the definition of congruent angles, of 29. O It is given that myf= 115' and mag = 115'. By the Division Property of Equality, myf = mzg. By the definition of congruent angles, of2 29. It is given that myf= 115' and mag = 115'. By the Multiplication Property of Equality, mof = mzg. By the definition of supplementary angles, of = 29

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