What definition would justify the following statement?If T is the midpoint of segment RS then, Segment RT is congruent to segment TS.Options:Definition of Angle BisectorDefinition of CongruenceDefinition of MidpointDefinition of Segment Bisector

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ANSWER

Definition of Segment Bisector

EXPLANATION

The statement given is:

If T is the midpoint of segment RS then, Segment RT is congruent to segment TS.

The very first portion of that statement gives us the context of this statement.

We see two key words there:

- Midpoint

- Segment

The statement is talking about a segment and so it cannot be about an Angle Bisector.

Also, we see T acting as a means of bisecting the segment RS into equal parts.

How do we know? We have that Segment RTis congruent (or equal/identical) to segment TS.

This tells us that T acts as a bisector for that segment RS.

We can therefore say that the statement justifies the Definition of a Segment Bisector.