Answer:
The point is the midpoint of a segment if and only if it divides the segment into tow congruent segments.
Step-by-step explanation:
In writing a logical biconditional statement, you combine two conditional statements. In this case, both parts of the statements have the same truth value.
A biconditional statement is written as p q where "p if and only if q"
The p is the hypothesis in the statement and q is the conclusion.
In this cases,
p=The point is the midpoint of a segment, the hypothesis
q=it divides the segment into tow congruent segments, the conclusion.
