Match the following STATEMENTS to the reasons listed.
NOTE: In a traditional proof format, the statements would be on the left side of the proof.

Given:

RM = SN
TM = TN

Prove:
RN = SM

1. Given
∠T = ∠T
2. Reflexive
RM + TM = SN + TN
3. Addition Property of Equality
RN = SM
4. Betweeness
RM + TM = RT, SN + TN = ST
5. Substitution
RM = SN, TM = TN
6. SAS
Triangle RTN congruent to Triangle STM
7. CPCTE
RT = ST
https://dw6y82u65ww8h.cloudfront.net/organisations/328/8178577e-7b07-40ca-9ddb-381be1b1c91e/page38a.gif

Question

Match the following STATEMENTS to the reasons listed.
NOTE: In a traditional proof format, the statements would be on the left side of the proof.

Given:

RM = SN
TM = TN

Prove:
RN = SM

1.	Given	
∠T = ∠T	
2.	Reflexive	
RM + TM = SN + TN	
3.	Addition Property of Equality	
RN = SM	
4.	Betweeness	
RM + TM = RT, SN + TN = ST	
5.	Substitution	
RM = SN, TM = TN	
6.	SAS	
Triangle RTN congruent to Triangle STM	
7.	CPCTE	
RT = ST	
https://dw6y82u65ww8h.cloudfront.net/organisations/328/8178577e-7b07-40ca-9ddb-381be1b1c91e/page38a.gif

swinn · Answer

before anyone answers this i already got the answer