Prove: S is the midpoint of Line Segment RT Statements

Prove: S is the midpoint of Line Segment RT
Statements
Reasons
Step 1
Segment RQ is congruent to Segment TU
Step 1
Given
Step 2
Triangle RQS is congruent to Triangle TUS
Step 2
Given
Step 3
Point S is equal to Point S
Step 3
Reflexive Property
Step 4
Segment RS is congruent to Segment TS
Step 4
Definition of a midpoint
Step 5
Segment RT is parallel to Segment QU
Step 5
Definition of parallel
Step 6
S is the midpoint of Segment RT
Step 6
SAS
Step 7
Step 7
Step 8
Step 8
Step 9
Step 9
Note: The number of rows/steps provided in the proof table above is arbitrary and not necessarily representative of the number of statements needed to complete this proof logically.
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